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Bibliography

ABAN, I.B., MEERSCHAERT, M.M. and PANORSKA, A.K. (2006). Parameter estimation for the truncated Pareto distribution. The American Statistician, 101, 270–277. ABBOTT, G.A. (1925). A chemical investigation of the water of Devil’s Lake, North Dakota. Proceedings of the Indiana Academy of Sciences, 34, 181–184. ABEL, N.H. (1826). Auflosung€ einer mechanischen Aufgabe [Resolution of a mechanical object]. Journal fur€ die reine und angewandte Mathematik, 1, 153–157. ABEL, N.H. (1881a). Solution de quelques problèmes à l’aide d’intégrales définies [Solution of some problems using definite integrals]. In: SYLOW, P.L.M. and LIE, S. (eds.). Oeuvres complètes de Niels Henrick Abel. Christiana, Grøndhal and Søn, 1, 11–27. ABEL, N.H. (1881b). Sur quelques intégrales définies [On some definite integrals]. In: SYLOW, P.L.M. and LIE, S. (eds.). Oeuvres complètes de Niels Henrick Abel. Christiana, Grøndhal and Søn, 1, 93–102. ABRAMOWITZ, M and STEGUN, I.A. (eds.) (1965). Handbook of mathematical functions with formulas, graphs, and mathematical tables. 2nd edn., New York, NY, Dover Publications. ABRAMS, M.J. (1978). Computer image processing – geologic applications. Publication 78-34, Pasadena, CA, Jet Propulsion Laboratory. ABSAR, I. (1985). Applications of supercomputers in the petroleum industry. Simulation, 44, 247–251. ACHESON, C.H. (1963). Time-depth and velocity-depth relations in western Canada. Geophysics, 28, 894–909. ACKLEY, D.H., HINTON, G.E. and SEJNOWSKI, T.J. (1985). A learning algorithm for Boltzmann machines. Cognitive Science, 9, 147–169. ADAMATZKY, A. (ed.) (2010). Game of Life cellular automata. London, Springer-Verlag. ADAMOPOULOS, A. (1976). Cluster models for earthquakes: regional comparisons. Journal of the International Association for Mathematical Geology, 8, 463–476. ADAMS, W.G. (1874). On the forms of equipotential curves and surfaces and lines of electric force. Proceedings of the Royal Society, London, 23, 280–284. ADAMS, W.M. and ALLEN, D.C. (1961). Reading seismograms with digital computers. Bulletin of the Seismological Society of America, 51, 515–525. ADCOCK, R.J. (1874). The correct method of least squares. The Analyst (Des Moines, IA), 1, 64. ADCOCK, R.J. (1877). Note on the method of least squares. The Analyst (Des Moines, IA), 4, 183–184. ADCOCK, R.J. (1878). A problem in least squares. The Analyst (Des Moines, IA), 5,53–54.

# Springer International Publishing AG 2017 677 R.J. Howarth, Dictionary of Mathematical Geosciences, DOI 10.1007/978-3-319-57315-1 678 Bibliography

ADELSTEIN, E., TRAN, A., SAEZ, C.M., SHTEINBERG, A., and MANGA, M. (2014). Geyser preplay and eruption in a laboratory model with a bubble trap. Journal of Volcanology and Geothermal Research, 285, 129–135. ADLER, R.J. (1976). Excursions above a fixed level by n-dimensional random fields. Journal of Applied Probability, 13, 276–289. ADLER, R.J. (1981). The geometry of random fields. New York, NY, John Wiley & Sons. ADRAIN, J.M., EDGECOMBE, G.D. and LIEBERMAN, B.S. (2001). Fossils, phylogeny, and form. An analytical approach. Topics in geobiology 19. New York, NY, Kluwer Academic/Plenum. ADRAIN, R. (1818). Investigation of the Figure of the Earth and of gravity in different latitudes. Transactions of the American Philosophical Society, 1,119–135. AGARWAL, B.N.P. and LAL, T. (1969). Calculation of the second vertical derivative of gravity field. Pure and Applied Geophysics, 76,5–16. AGOCS, W.B. (1951). Least squares residual anomaly determination. Geophysics, 16, 686–696. AGOS, W.G. (1955). Line spacing effect and determination of optimum spacing illustrated by Marmora, Ontario, magnetic anomaly. Geophysics, 20, 871–885. AGTERBERG, F.P. (1967). Computer techniques in geology. Earth-Science Reviews, 3,47–77. AGTERBERG, F.P. (1974). Automatic contouring of geological maps to detect target areas for mineral exploration. Journal of the International Association for Mathematical Geology, 6, 373–395. AGTERBERG, F.P. (1984a). Use of spatial analysis in mineral resource evaluation. Journal of the International Association for Mathematical Geology, 16, 565–589. AGTERBERG, F.P. (1984b). Binomial and trinomial models in quantitative biostratigraphy. Computers & Geosciences, 10,31–41. AGTERBERG, F.P. (ed.) (1984c). Theory, application and comparison of stratigraphic correlation methods. Computers & Geosciences, 10 (1), 1–183. AGTERBERG, F.P. (1984d). Trend surface analysis. In: GAILE, G.L. and WILLMOTT, C.J. (eds). Spatial statistics and models. Theory and decision library, v. 40. D. Reidel, Boston, 147–171. AGTERBERG, F.P. (1989). LOGDIA – FORTRAN77 program for logistic regression with diagnostics. Computers & Geosciences, 15, 599–614. AGTERBERG, F.P. (1990). Automated stratigraphic correlation. Developments in palaeontology and stratigraphy 13. Amsterdam, Elsevier. AGTERBERG, F.P. (1992). Combining indicator patterns in weights of evidence modelling for resource evaluation. Nonrenewable Resources, 1,39–50. AGTERBERG, F.P. (1994). Estimation of the Mesozoic geological time scale. Mathematical Geol- ogy, 26, 857–876. AGTERBERG, F.P. (2007). New applications of the model of de Wijs in regional geochemistry. Mathematical Geology, 39,1–25. AGTERBERG, F. (2014). Geomathematics: Theoretical foundations, applications and future developments. Cham, Springer International. AGTERBERG, F.P., BONHAM-CARTER, G.F., CHENG, Q. and WRIGHT, D.F. (1993). Weights of evidence modeling and weighted logistic regression for mineral potential mapping. In: DAVIS, J. and HERZFELD, J.C. (eds.). Computers in geology – 25 years of progress. Oxford, Oxford University Press, 13–32. AGTERBERG, F.P. and CHENG, Q. (eds.) (1999). Fractals and multifractals. Computers & Geosciences, 25 (9), 947–1096. AGTERBERG, F.P. and FABBRI, A.G. (1978). Spatial correlation of stratigraphic units quantified from geological maps. Computers & Geosciences, 4, 285–294. AGTERBERG, F.P. and GRADSTEIN, F.M. (1988). Recent developments in quantitative stratigraphy. Earth-Science Reviews, 25,1–73. 679 Bibliography

AGTERBERG, F.P., GRADSTEIN, F.M., CHENG, Q. and LIU, G. (2013). The RASC and CASC programs for ranking, scaling and correlation of biostratigraphic events. Computers & Geosciences, 54, 279–292. AGTERBERG, F.P. and NEL, L.D. (1982a). Algorithms for the ranking of stratigraphic events. Computers & Geosciences, 8,69–90. AGTERBERG, F.P. and NEL, L.D. (1982b). Algorithms for the scaling of stratigraphic events. Computers & Geosciences, 8, 163–189. AGTERBERG, F.P., OLIVER, J., LEW, S.N., GRADSTEIN, F.M. and WILLIAMSON, M.A. (1985). CASC: FORTRAN IV interactive computer program for correlation and scaling in time of biostratigraphic events. Open File 1179. Ottawa, Geological Survey of Canada. AGUILERA, R., DEBREMAECKER J.Cl., and HERNANDEZ, S. (1970). Design of recursive ﬁlters. Geophysics, 35, 247–253. AHLBERG, J.H., NILSON, E.N. and WALSH, J.L. (1967). The theory of splines and their application. New York, NY, Academic Press. AHO, A.V., ULLMAN, J.D. and HOPCROFT, J.E. (1983). Data structures and algorithms. Boston, MA, Addison-Wesley Longman. AHO, A.V., WEINBERGER, P.J. and KERNIGHAN, B.W. (1988 ). The awk programming language. New York, NY, Addison-Wesley. AHRENS, L.H. (1954a). The lognormal distribution of the elements (A fundamental law of geochemistry and its subsidiary). I. Geochimica et Cosmochimica Acta, 5,49–73. AHRENS, L.H. (1954b). The lognormal distribution of the elements (A fundamental law of geochemistry and its subsidiary). II. Geochimica et Cosmochimica Acta, 6, 121–131. AHRENS, L.H. (1955a). The convergent lead ages of the oldest monazites and uraninites (Rhodesia, Manitoba, Madagascar, and Transvaal). Geochimica et Cosmochimica Acta, 7, 294–300. AHRENS, L.H. (1955b). Implications of the Rhodesia age pattern. Geochimica et Cosmochimica Acta, 8,1–15. AIKIN, A. (1815). A manual of mineralogy. 2nd edn., London, Longman, Hurst, Rees, Orme & Brown. AIRY, G.B. (1861). On the algebraical and numerical theory of errors of observations and the combination of observations. Cambridge, Macmillan. AITCHISON, J. (1981). A new approach to null correlation of proportions. Journal of the Interna- tional Association for Mathematical Geology, 13, 175–189. AITCHISON, J. (1982). The statistical analysis of compositional data. Journal of the Royal Statistical Society, ser. B, 44, 139–177. AITCHISON, J. (1984). The statistical analysis of geochemical compositions. Journal of the Inter- national Association for Mathematical Geology, 16, 531–564. AITCHISON, J. (1986). The statistical analysis of compositional data. London, Chapman and Hall. AITCHISON, J. (1999). Logratios and natural laws in compositional data analysis. Mathematical Geology, 31, 563–580. AITCHISON, J. (2003). The statistical analysis of compositional data. 2nd edn., London, Chapman and Hall. AITCHISON, J. and BROWN, J.A.C. (1957). The lognormal distribution with special reference to its uses in economics. Cambridge, Cambridge University Press. AITCHISON, J. and EGOZCUE, J. (2005). Compositional data analysis: where are we and where should we be heading? Mathematical Geology, 37, 829–850. AITCHISON, J. and GREENACRE, M. (2002). Biplots of compositional data. Journal of the Royal Statistical Society, ser. C (Applied Statistics), 51, 375–392. AITCHISON, J. and SHEN, S.M. (1980). Logistic-normal distributions: some properties and uses. Biometrika, 67 (2), 261–272. 680 Bibliography

AITKEN, A.R., GERRARD, J.A.F., SERRAFIAN, G.P., JONES, H.J. (1963). Seismic exploration. United States Patent Office, Patent number 3,075,607 [filed 1958]. AJNE, B. (1968). A simple test for uniformity of a circular distribution. Biometrika, 55, 343–354. AKAIKE, H. (1973). Information theory and an extension of the maximum likelihood principle. In: PETROV, B.N. and CSÁKI, F. (eds.). Second international symposium on information theory. Budapest, Akademiai Kiadó, 267–281. AKI, K. (1960). Study of earthquake mechanism by a method of phase equalization applied to Rayleigh and Love waves. Journal of Geophysical Research, 65, 729–740. AKI, K. (1977). Three dimensional seismic velocity anomalies in the lithosphere. Zeitschrift fur€ Geophysik, 43, 235–242. AKI, K. (ed.) (1988). Probabilistic seismic hazard analysis. Washington, DC, Panel on Seismic Hazard Analysis, National Academy Press. AKI, K., CHRISTOFFERSSON, A. and HUSEBY, E.S. (1977). Determination of three-dimensional seismic structure of the lithosphere. Journal of Geophysical Research, 82, 277–296. AKI, K. and RICHARDS, P.G. (2009). Quantitative seismology. 2nd edn., Sausalito, CA, University Science Books. AKIMA, H. (1970). A new method of interpolation and smooth curve fitting based on local procedures. Journal of the Association for Computing Machinery, 17, 589–602. ALABERT, F.G. (1987). The practice of fast conditional simulations through the LU decomposition of the covariance matrix. Mathematical Geology, 19, 369–386. AL-AHMADI, K., AL-AHMADI, S. and AL-AMRI, A. (2014). Exploring the association between the occurrence of earthquakes and the geologic-tectonic variables in the Red Sea using logistic regression and GIS. Arab Journal of Earth sciences, 7, 3871–3879. AL-BASSAM, A.M. and KHALIL, A.R. (2012). DurovPwin: A new version to plot the expanded Durov diagram for hydro-chemical data analysis. Computers & Geosciences, 42,1–6. AL-MISHWAT, A.T. (2015). CIPWFULL: A software program for calculation of comprehensive CIPW norms of igneous rocks. Mathematical Geosciences, 47, 441–453. AL-SADI, H.N. (1980). Seismic exploration. Technique and Processing. Astronomisch- geophysikalische Reihe, v.7. Basel, Birkhliuser Verlag. ALAM, M. and SICKING, C.J. (1981). Recursive removal and estimation of minimum-phase wavelet. Geophysics, 46, 1379–1391. ALAMILLA, J.L., VAI, R. and ESTEVA, L. (2015). Estimating seismic-source rate parameters associated with incomplete catalogues and superimposed Poisson-renewal generating processes. Journal of Seismology, 19,55–68. ALATORRE-IBARGÜENGOITIA, M.A., DELGADO-GRANADOS, H. and FARRAZ-MONTES, I.A. (2006). Hazard zoning for ballistic impact during volcanic explosions at Volcán de Fuego de Colima (México). In: SIEBE, C., MACÍAS, J.L. and AGUIRRE-DÍAZ, G.J. (eds.). Neogene- Quaternary Continental Margin Volcanism: A perspective from Me´xico. Geological Society of America Special Papers 402. Boulder, CO, Geological Society of America, 209–216. ALBARÈDE, F. and PROVOST, A. (1977). Petrological and geochemical mass-balance equations: an algorithm for least-square fitting and general error analysis. Computers & Geosciences, 3, 309–326. ALBERT, A.A. (1937). Modern higher algebra. Chicago, IL, University of Chicago Press. ALBERTSON, M. (1936). Estimation of developed petroleum reserves. Transactions of the Ameri- can Institute of Mining Engineers, 118,13–17. ALBUS, J.S. (1971). A theory of cerebellar function. Mathematical Bioscience, 10,25–61. ALBUS, J.S. (1981). Brains, behaviour and robotics. Peterborough, NH, McGraw-Hill. ALEXANDERSON, G. (2006). Euler and Konigsberg's€ bridges: a historical view. Bulletin of the American Mathematical Society, 43, 567–573. 681 Bibliography

ALI, M. and CHAWATHÉ, A. (2000). Using artificial intelligence to predict permeability from petrographic data. Computers & Geosciences, 26, 915–925. ALKINS, W.E. (1920). Morphogenesis of brachiopoda. I. Reticularia lineata (Martin), Carboniferous Limestone. Memoirs and Proceedings of the Manchester Literary and Philosophical Society, 64 (2), 1–11. ALLAN, R. (1834). A manual of mineralogy comprehending the more recent discoveries in the mineral kingdom. Edinburgh, Adam and Charles Black. ALLAUD, L.A. and MARTIN, M.H. (1977). Schlumberger. The history of a technique. New York, NY, John Wiley & Sons. ALLAUD, L.A. and RINGOT, J. (1969). The high resolution dipmeter tool. The Log Analyst, 10 (3), 3–11. ALLEN, C.M. and CAMPBELL, I.H. (2012). Identification and elimination of a matrix-induced systematic error in LA-ICP-MS 206Pb/238U dating of zircon. Chemical Geology, 332/3, 157–165. ALLEN, J. (1947). Scale models in hydraulic engineering. London, Longmans Green. ALLEN, J.R.L. (1974). Studies in fluviatile sedimentation: Lateral variation in some fining‐upwards cyclothems from the Red Marls, Pembrokeshire. Geological Journal , 9,1–6. ALLEN, P. (1945). Sedimentary variation: Some new facts and theories. Journal of Sedimentary Petrology, 15,75–83. ALLEY, W.M. (1993). Ground-water-quality surveys. In: ALLEY, W.M. (ed.). Regional groundwater quality. New York, NY, Van Nostrand Reinhold, 63–85. ALLISON, H.J. (1989). Regularization in geostatistics and in ill-posed inverse problems. In: ARMSTRONG, M. (ed.). Geostatistics: Proceedings of the Third International Geostatistics Congress, September 5–9, 1988, Avignon, France. Quantitative geology and geostatistics 4. Kluwer Academic, Dordrecht, 225–236. ALPER, A.M. and POLDERVAART, A. (1957). Zircons from the Animas stock and associated rocks, New Mexico. Economic Geology, 52, 952–971. ALSOP, L.E. (1968). An orthonormality relation for elastic body waves. Bulletin of the Seismological Society of America, 58, 1949–1954. ALTHUWAYNEE, O.F., PRADHAN, B. and LEE, S. (2012). Application of an evidential belief function model in landslide susceptibility mapping. Computers & Geosciences, 44, 120–135. AMBRONN, R. (1926). Methoden der angewandten Geophysik [Methods of applied geophysics]. Dresden, Theodor Steinkopff. AMBRONN, R. (1928). Elements of geophysics as applied to explorations for minerals, oil and gas [translated by M.C. COBB]. New York, NY, McGraw-Hill. AMDAHL, G.M., BLAAUW, G.A. and BROOKS, F.P. (1964). Architecture of the IBM System/360. IBM Journal of Research and Development, 8,87–101. AMMANN, C. M. and NAVEAU, P. (2003). Statistical analysis of tropical explosive volcanism occurrences over the last 6 centuries. Geophysical Research Letters, 30 (5), 1210–1215. ANALYTICAL METHODS COMMITTEE (1987). Recommendations for the definition, estimation and use of the detection limit. The Analyst, 112, 199–204. ANALYTICAL METHODS COMMITTEE (1994). Is my calibration linear? The Analyst, 119, 2363–2366. ANALYTICAL METHODS COMMITTEE (2001). Measurement of near zero concentrations: recording and reporting results that fall close to or below the detection limit. The Analyst, 126, 256–259. ANALYTICAL METHODS COMMITTEE (2002). A simple fitness-for-purpose control chart based on duplicate results obtained from routine test materials. Royal Society of Chemistry, AMC Technical Brief no. 9, London [online: http://www.rsc.org/Membership/Networking/ InterestGroups/Analytical/AMC/TechnicalBriefs.asp]. 682 Bibliography

ANALYTICAL METHODS COMMITTEE (2003). Terminology – the key to understanding analytical science. Part 1: Accuracy, precision and uncertainty. Royal Society of Chemistry AMC Technical Brief 13, London [online: www.rsc.org/Membership/Networking/InterestGroups/ Ana lytical/ AMC/TechnicalBriefs.asp]. ANDERSON, D.L., MILLER, W.F., LATHAM, G.V., NAKAMURA, Y., TOKSÖZ, M.N., DAINTY, A.M., DUENNEBIER, F.K., LAZAREWICZ, A.R., KOVACH, R.L. and KNIGHT, T.C.D. (1977). Seismology on Mars. Journal of Geophysical Research, 82, 4524–4546. ANDERSON, E.M. (1937). The dynamics of the formation of cone-sheets, ring-dykes and caldron- subsidences. Proceedings of the Royal Society of Edinburgh, 56, 128–157. ANDERSON, E.M. (1951). The dynamics of faulting. Edinburgh, Oliver and Boyd. ANDERSON, H.L. (1986). Metropolis, Monte Carlo, and the MANIAC. Los Alamos Science, 14, 98–107. ANDERSON, J.P. (1961). A computer for direct execution of algorithmic languages. In: Proceedings of the Eastern Joint Computer Conference, Washington, D.C., December 12–14, 1961: Computers – key to total systems control, Macmillan, New York, NY, 184–193. ANDERSON, M.P. (1979). Using models to simulate the movement of contaminants through groundwater flow systems. In: Critical reviews of environmental controls no. 9. Boca Raton, FL, Chemical Rubber Company Press, 97–156. ANDERSON, R.Y. and KOOPMANS, L.H. (1963). Harmonic analysis of varve time series. Journal of Geophysical Research, 68, 877–893. ANDERSON, W.L. (1968). Theory of borehole magnetic susceptibility measurements with coil pairs. Geophysics, 33, 962–971. ANDERSSEN, R.S. (1969). On the solution of certain overdetermined systems of linear equations that arise in geophysics. Journal of Geophysical Research, 74, 1045–1051. ANDERSSEN, R.S. and SENETA, E. (1971). On smoothing techniques for the removal of periodic noise of known period. Journal of the International Association for Mathematical Geology, 3, 157–170. ANDREWS, D.F., BICKEL, P.J., HAMPEL, F.R., HUBER, P.J., ROGERS, W.H. and TUKEY, J.W. (1972). Robust estimates of location: Survey and advances. Princeton, NJ, Princeton University Press. ANDRONOV, A.A. (1929). Les cycles limites de Poincaré et la theorié des oscillations auto- entretenues [The limit cycles of Poincaré and the theory of self-sustained oscillations]. Comptes rendus de l’Acade´mie des sciences, Paris, 189, 559–561. ANELLIS, I. (2004). The genesis of the truth table. Russell, new ser., 24,55–70. ANELLIS, I.H. (2012). Pierce’s truth functional analysis and the origin of truth tables. History and Philosophy of Logic, 33,87–97. ANGELIER, J. and MECHLER, P. (1977). Sur un méthode graphique de recherche des contraintes principales également utilisable en tectonique et en séismologie: La méthode des dièdres droits [A graphical method for researching principal constraints in tectonics and seismology. Right dihedrals]. Bulletin de la Socie´te´geólogique de France, 19, 1309–1318. ANGINO, E.E. and ANDREWS, R.S. (1968). Trace element chemistry, heavy minerals, and sediment statistics of Weddell Sea sediments. Journal of Sedimentary Petrology, 38, 634–642. ANONYMOUS (1806). Essai sur une manière de repre´senter les quantite´s imaginaires dans les constructions geóme´triques [On a method of representing imaginary quantities in geometrical constructions]. Paris, Mme. Veuve Blanc. ANONYMOUS (1830a). Abscissa. In: The Penny Cyclopaedia of the Society for the Diffusion of Useful Knowledge. London, Charles Knight, 1, 43. ANONYMOUS (1830b). Theory of algebraical expressions. In: The Library of Useful Knowledge. v. 3. London, Baldwin and Cradock, 1–26 [N.B. arts. separately paginated]. 683 Bibliography

ANONYMOUS (1835). Report on certain experiments made at Akra, in the growth of Foreign cotton, sugar-cane and tobacco. Transactions of the Agricultural and Horticultural Society of India, 2, 373–426. ANONYMOUS (1890). Conference on map publication. In: POWELL, W.J. (ed.). Tenth Annual Report of the Director of the United States Geological Survey to the secretary of the interior (1888–9). Part I. Geology. Washington, DC, United States Department of the Interior, 56–79. ANONYMOUS (1963). Radioactivity in Minnesota surface water. April–November 1962. Radio- logical Health Data. Monthly report. Washington, DC, United States Department of Health, Education and Welfare, 4(1), 205–206. ANONYMOUS (1992a). Standards for digital elevation models. Reston, VA, United States Geologi- cal Survey National Mapping Division [online: http://nationalmap.gov/standards/ pdf/1DEM0897.pdf; /2DEM0198.pdf; /3DEM0897.pdf and./PDEM0198.pdf]. ANONYMOUS (1992b). United States Geological Survey National Mapping Division. Standards for digital elevation models [online: http://nationalmap.gov/standards/ pdf/1DEM0897.PDF; / 2DEM0198.PDF; /3DEM0897.PDF; /PDEM0198.PDF]. ANONYMOUS (2010a). Nyquist-Shannon sampling theorem [online: https://en.wikipedia.org/wiki/ Nyquist-Shannon_sampling_theorem]. ANONYMOUS (2010b). United States Geological Survey: Rupture directions for selected Northern California earthquakes [online: http://earthquake.usgs.gov/regional/nca/rupture]. ANOVITZ, L.M. and COLE, D.R. (2015). Characterization and analysis of porosity and pore structures. Reviews in Mineralogy and Geochemistry, 80,61–164. ANSOFF, H.I. (1959). The state of the art in making plans – Some comments on the ill-structured problem. In: STRASSMAN, P.A. (ed.). First Symposium on Corporate Long-range Planning: Proceedings of the College on Planning, Chicago, Illinois, June 6, 1959. Pleasantville, NY, The Institute of Management Sciences, 1–16. ANSTEY, N.A. and NEWMAN, P. (1966). The sectional auto-correlogram and the sectional retro- correlogram. Part 2: The sectional retro-correlogram. Geophysical Prospecting, 14,411–426. ANTOY, S. (1983). Contour plotting for function specified at nodal points of a mesh based on a set of irregular profiles. Computers & Geosciences, 9, 235–244. ARAYA, A., SHINOHARA, M., KANAZAWA, T., FUJIMOTO, H., YAMADA, T., ISHIHARA, T., IIZASA, K. and TSUKIOKA, S. (2015). Development and demonstration of a gravity gradiome- ter onboard an autonomous underwater vehicle for detecting massive seafloor deposits. Ocean Engineering, 105,64–71. ARCHER, J.S. and WALL, C.G. (1986). Petroleum engineering. Principles and practice. . London, Graham and Trotman. ARCHIBALD, R.C. (1926). A rare pamphlet of Moivre and some of his discoveries. Isis, 8, 671–683. ARCHIBALD, T, FRASER, C. and GRATTAN-GUINNESS, I. (2004). The history of differential equations, 1670–1950. Oberwolfach Report, 1, 2729–2794. ARGAND, R. (1874). Essai sur une manière de repre´senter les quantite´s imaginaires dans les constructions geóme´triques. 2nd edn., Paris, Gauthier-Villars. ARIAS, M., GUMIEL, P., SANDERSON, D.J. and MARTIN-IZARD, A. (2011). A multifractal simulation model for the distribution of VMS [volcanogenic massive sulphide ore] deposits in the Spanish segment of the Iberian Pyrite Belt. Computers & Geosciences, 37, 1917–1927. ARMITAGE, P. (1947). Some sequential tests of Student’s hypothesis. Supplement to the Journal of the Royal Statistical Society, 9, 250–263. ARMSTRONG, E.H. (1917). A study of heterodyne amplification. Proceedings of the Institute of Radio Engineers, 5, 145–168. ARMSTRONG, E.H. (1921). A new system of short wave amplification. Proceedings of the Institute of Radio Engineers, 9,3–27. 684 Bibliography

ARMSTRONG, E.H. (1924). The superheterodyne: its origin, development, and some recent improvements. Proceedings of the Institution of Radio Engineers, 12, 539–552. ARMSTRONG, E.H. (1936). A method of reducing disturbances in radio signalling by a system of frequency modulation. Proceedings of the Institute of Radio Engineers, 24, 689–740. ARMSTRONG, M. and DIAMOND, P. (1984). Testing variograms for positive-definiteness. Journal of the International Association for Mathematical Geology, 16, 407–421. ARMSTRONG, M.P. and BENNETT, D.A. (1990). A bit-mapped classifier for groundwater quality assessment. Computers & Geosciences, 16,811–832. ARMSTRONG, R.D. and FROME, E. (1977). A special purpose linear programming algorithm for obtaining least absolute value estimators in a linear model with dummy variables. Research Report, Centre for Cybernetic Studies, University of Texas at Austin, Fort Belvoir, VA, Defense Technical Information Centre [online: http://www.dtic.mil/get-tr-doc/pdf?AD¼ADA056762]. ARNOLD, H.D. and ESPENSCHIED, L. (1923). Transatlantic radio telephony. Journal of the American Institute of Electrical Engineers, 42, 815–826. ARNOLD, K. and GOSLING, J. (1996). The Java programming language. Reading, MA, Addison- Wesley. ARPS, J.J. and ROBERTS, T.G. (1958). Economics for drilling for Cretaceous oil on east flank of Denver-Julesburg basin. American Association of Petroleum Geologists Bulletin, 42, 2549–2566. ARRHENIUS, S. (1889). Ueber die Reaktionsgeschwindigkeit bei der Inversion von Rohrzucker durch Säuren [On the reaction velocity of the inversion of cane sugar by acids]. Zeitschrift fur€ Physikalische Chemie, 4, 226–248. ARRHENIUS, S. (1967). On the reaction velocity of the inversion of cane sugar by acids [partial translation]. In: BACK, M.H. and LAIDLER, K.J. (eds.). Selected readings in chemical kinetics. Oxford, Pergamon, 31–35. ASHENHURST, R.L. and METROPOLIS, N. (1965). Error estimation in computer calculation. The American Mathematical Monthly, 72,47–58. ASHMEAD, J. and PIPPARD, A.B. (1946). The use of spherical reflectors as microwave scanning aerials. Journal of the Institution of Electrical Engineers – Part IIIA: Radiolocation, 93, 627–632. ASPINALL, W.P. and LATCHMAN, J.L. (1983 ). A microprocessor-based system for digitizing seismic events from magnetic-tape recordings. Computers & Geosciences, 9,113–122. ASTER, R.C., BORCHERS, B. and THURBER, C.H. (2013). Parameter estimation and inverse problems. 2nd edn., Kidlington, Academic Press. ATHERSUCH, J., BANNER, F.T., HIGGINS, A.C., HOWARTH, R.J. and SWABY, P.A. (1994). The application of expert systems to the identification and use of microfossils in the petroleum industry. Mathematical Geology, 26, 483–489. ATIYAH, M.F. (2007 [2014]). Duality in mathematics and physics. In: Conferències FME [Facultat de Matemàtiques i Estadística, Universitat Politècnica de Catalunya], Centrre de Recerca Matematica, , , Institut de Mathematica de la Universitat de Barcelona v. 15,69–91 [In: Michael Atiyah Collected Works (2014). Volume 7. 2002–2013. Oxford, Oxford University Press, 215–240]. ATKINSON, B. (1981). Earthquake prediction. Physics in Technology, 12,60–68. ATTNEAVE, F. (1950). Dimensions of similarity. American Journal of Psychology, 63, 516–556. AUBIN, D. (1998). A cultural history of catastrophes and chaos: Around the Institut des Hautes Études Scientifiques, France, 1858–1980. Doctoral dissertation, Princeton, NJ, Princeton Univer- sity [online: http://webusers.imj-prg.fr/~david.aubin/These/]. AURENHAMMER, F. (1991). Voronoï diagrams – A survey of a fundamental geometric data structure. ACM Computing Surveys, 23, 345–405. AUTHIER, A. (2013). Early days of X-ray crystallography. Oxford, Oxford University Press. 685 Bibliography

AZZALINI, A. (1985). A class of distributions which includes the normal ones. Scandinavian Journal of Statistics, 12, 171–178. AZZALINI, A. (1986). Further results on a class of distributions which includes the normal ones. Statistica, 2, 199–208. AZZALINI, A. and CAPITANIO, A. (1999). Statistical applications of the multivariate skew-normal distribution. Journal of the Royal Statistical Society, ser. B, 61, 579–602. AZZALINI, A. and CAPITANIO, A. (2014). The skew-normal and related families. Institute of Mathematical Statistics Monograph. Cambridge, Cambridge University Press. AZZALINI, A. and DALLA VALLE, A. (1996). The multivariate skew-normal distribution. Biometrika, 83, 715–726. AZZALINI, A., DAL CAPPELLO, T. and KOTZ, S. (2003). Log-skew-normal and log-skew- t distributions as models for family income data. Journal of Income Distribution, 11,12–20. BAART, M.L. (1982). The use of auto-correlation for pseudo-rank determinations in noisy ill-conditioned linear least-squares problems. IMA Journal of Numerical Analysis, 2, 241–247. BACHMAN, C.W. (1965). Integrated data store. Data Processing Management Association Quar- terly, 1 (2), 10–29. BACHMAN, C.W. (1969). Data structure diagrams. DataBase: A Quarterly Newsletter of [ACM] SIGBDP, 1 (2), 4–10. BACKUS, G.E. (1962). The propagation of short elastic surface waves on a slowly rotating earth. Bulletin of the Seismological Society of America, 52, 823–846. BACKUS, G.E. (1970a). Inference from inadequate and inaccurate data. I. Proceedings of the National Academy of Sciences, 65,1–7. BACKUS, G.E. (1970b). Inference from inadequate and inaccurate data. II. Proceedings of the National Academy of Sciences, 65, 281–287. BACKUS, G.E. and GILBERT, J.F. (1961). The rotational splitting of the free oscillations of the Earth. Proceedings of the National Academy of Sciences of the United States of America, 47, 362–371. BACKUS, G.E. and GILBERT, J.F. (1967). Numerical applications of a formalism for geophysical inverse problems. Geophysical Journal of the Royal Astronomical Society, 13, 247–276. BACKUS, G.E. and GILBERT, J.F. (1968). The resolving power of gross earth data. Geophysical Journal of the Royal Astronomical Society, 16, 169–205. BACKUS, G.E. and GILBERT, J.F. (1970). Uniqueness in the inversion of inaccurate gross earth data. Philosophical Transactions of the Royal Society, London, ser. A, 266, 123–192. BACKUS, J. (1980). Programming in America in the 1950s – Some personal recollections. In: METROPOLIS, N., HOWLETT, J. and ROTA, G.-C. (eds.). History of computing in the 20th Century. New York, NY, Academic Press, 125–135. BACKUS, M.M. (1959). Water reverberations, their nature and elimination. Geophysics, 24, 233–261. BAECHER, G.B. (1980). Progressively censored sampling of rock joint traces. Journal of the International Association for Mathematical Geology, 12,33–40. BAECHER, G.B. (1983). Statistical analysis of rock mass fracturing. Journal of the International Association for Mathematical Geology, 15, 329–348. BAGGEROER, A.B. (1974). High resolution velocity/depth spectra estimation for seismic proﬁling. In: IEEE International Conference on Engineering in the Ocean Environment, Ocean ’74 Proceedings, II. New York, NY, Institute of Electrical and Electronic Engineers, 201–211. BAGNALL, A. and JANACEK, G. (2005). Clustering time series with clipped data. Machine Learning, 58, 151–178. BAGNOLD, R.A. (1940). Beach formation by waves: some model experiments in a wave tank. Journal of the Institution of Civil Engineers, 15,27–52. 686 Bibliography

BAGNOLD, R.A. and BARNDORFF-NIELSEN, O. (1980). The pattern of natural size distribution. Sedimentology, 27, 199–207. BAILEY, A.I. (1975). A method of analyzing polymodal distributions in orientation data. Journal of the International Association for Mathematical Geology, 7, 285–294. BAILEY, N. (1731). An universal etymological English dictionary. 5th edn., London, J. and J. Knapton, D. Mindwinter, A. Ward et al. BAIN, H.F. (1904). Reported ore deposits of the Wichita Mountains. In: TAFF, J.A. Preliminary report on the geology of the Arbuckle and Wichita Mountains in Indian territory and Oklahoma. United States Geological Survey Professional Paper 31. Washington, DC, United States Govern- ment Printing Office, 82–93. BAK, P. (1994). How nature works: The science of self organised criticality. New York, NY, Copernicus. BAK, P., TANG, C. and WIESENFELD, K. (1987). Self-organised criticality: an explanation of 1/f noise. Physical Review Letters, 59, 381–384. BAKER, H.A. (1920). On the investigation of the mechanical constitution of loose arenaceous sediments by the method of elutriation. Geological Magazine, 57, 366–370. BAKHUIS ROOZEBOOM, H.W. (1900). Eisen und Stahl vom Standpunkte der Phasenlehre [Iron and steel from the viewpoint of the phase doctrine]. Zeitschrift fur€ physikalische Chemie, 34, 436–487. BAKHUIS ROOZEBOOM, H.W. (1901). Die heterogenen Gleichgewichte vom Standpunkte der Phasenlehre vol. 1. Die Phasenlehre – Systeme aus einer Komponente [Heterogeneous equilibria from the viewpoint of the Phase Rule. Vol. 1. The phase rule – systems of one component]. Brunswick, Friedrich Vieweg & Sohn. BAKUN, W. (2006). MMI [modified Mercali intensity] and historical earthquakes in the Basin and Range Province of Western North America. Bulletin of the Seismological Society of America, 96, 2206–2220. BAKUN, W.H. and EISENBERG, A. (1970). Fourier integrals and quadrature-introduced aliasing. Bulletin of the Seismological Society of America, 60, 1291–1296. BALANDA, K.P. and MACGILLIVRAY, H.L. (1988). Kurtosis: A critical review. The American Statistician, 42, 111–119. BALK, R. (1948). Structural behaviour of igneous rocks. Ann Arbor, MI, J.W. Edwards. BALL, G.H. (1965). Data analysis in the social sciences: what about the details? In: AFIPS ’65. Proceedings of the American Federation of Information Processing Societies November 30– December 1, 1965 Fall Joint Computer Conference. Part I, Association for Computing Machin- ery, New York, NY, 533–559. BALL, G.H. and HALL, D.J. (1965). ISODATA, A novel method of data analysis and pattern classification. Technical Report AD 699616, Menlo Park, CA, Stanford Research Institute. BALL, G.H. and HALL, D.J. (1966). ISODATA, an iterative method of multivariate data analysis and pattern classification. In: IEEE International Communications Conference. Philadelphia, 15–17 June 1966. Digest of technical papers II, IEEE Communications Society. New York, NY, L. Winner, 116–117. BALLANTYNE, S.B. (1994). The separation of geochemical anomalies from background by fractal methods. Journal of Geochemical Exploration, 51, 109–130. BALTRÛNAS, V. and GAIGALAS, A. (2004). Entropy of Pleistocene till composition as an indicator of sedimentation conditions in Southern Lithuania. Geological Quarterly, 48,115–122. BANCROFT, W.D. (1897). A triangular diagram. Journal of Physical Chemistry, 1, 403–410. BANKS, R. (1979). The use of linear programming in the analysis of petrological mixing problems. Contributions to Mineralogy and Petrology, 70, 237–244. 687 Bibliography

BANKS, R.J. (1975). Complex demodulation of geomagnetic data and the estimation of transfer functions. Geophysical Journal of the Royal Astronomical Society, 43,87–101. BARANOV, W. (1975). Potential ﬁelds and their transformations in applied geophysics. Geoexploration Monograph Series 6. Stuttgart, Gebruder Borntraeger. BARBER, N.F. (1956). A correlation treatment of fading signals. Journal of Atmospheric and Terrestrial Physics, 8, 318–330. BARBERI, F., FERRARA, G., SANTACROCE, R., TREUIL, M. and VARET, J. (1975). A transitional basalt-pantellerite sequence of fractional crystallization, the Boina Centre (Afar Rift, Ethiopia). Journal of Petrology, 16,22–56. BARBIER, J. (1979). Images geochimiques du socle hercynien dans le Massif central français. Bulletin de recherche ge´ologique et minière, ser. 2, 2 (2–3), 175–194. BARDOSSY, A., BARDOSSY, G. and BOGARDI, I. (1989). Application of geological information in kriging. In: ARMSTRONG, M. (ed.). Geostatistics. v. 2. Dordrecht, Kluwer Academic Publishers, 591–602. BARDOSSY, A., BOGARDI, I. and KELLY, W.E. (1990). Kriging with imprecise (fuzzy) variograms. Mathematical Geology, 22,63–79, 81–94. BÁRDOSSY, G. and FODOR, J. (2004). Evaluation of uncertainties and risks in geology – New mathematical approaches for their handling. Berlin, Springer-Verlag. BARDSLEY, W.E. (1978). An extreme value model for expressing grain size and bed thickness as functions of the spatial variation of grain frequency. Journal of the International Association for Mathematical Geology, 10, 643–655. BARDSLEY, W.E. (1988). Toward a general procedure for analysis of extreme random events in the Earth sciences. Mathematical Geology, 20, 513–528. BARENBLATT, G.I. (2003). Scaling. Cambridge, Cambridge University Press. BARKER, E.B. and KELSEY, J.M. (2015). Recommendation for random number generation using deterministic random bit generators. Special Publication (NIST SP)-800-90A rev, Gaithersburg, MD, National Institute of Standards and Technology, United States Department of Commerce [online: http://dx.doi.org/10.6028/NIST.SP.800-90Ar1]. BARNARD, G.A. (1949). Statistical inference. Journal of the Royal Statistical Society, ser. B, 11, 115–149. BARNARD, G.A. (1963). Discussion of Professor Bartlett’s paper. Journal of the Royal Statistical Society, ser. B, 25, 294. BARNARD, T.E. (1975). The maximum entropy spectrum and the Burg technique. Advanced Signal Processing Technical Report no. 1, ALEX(03)-TR-75-01, Dallas, TX, Texas Instruments Inc. BARNES, J.A. and MOCKLER, R.C. (1960). The power spectrum and its importance in precise frequency measurements. IRE Transactions on Instrumentation, I-9 (2), 149–155. BARNES, S.J. (1988). Automated plotting of geochemical data using the LOTUS Symphony package. Computers & Geosciences, 14, 409–411. BARNETT, C.T. and WILLIAMS, P.M. (2006). Mineral exploration using modern data mining techniques. In: DOGGETT, M.E. and PARRY, J.R. (eds.). Wealth creation in the minerals industry: Integrating science, business and education. Society of Economic Geologists Special Publication 12. Littleton, CO, Society of Economic Geologists, 295–310. BARNETT, V. (1975). Probability plotting methods and order statistics. Applied Statistics, 24, 95–108. BARNETT, V. and LEWIS, T. (1994). Outliers in statistical data. 3rd edn., Chichester, John Wiley & Sons. BARR, D.R. and SHERRILL, E.T. (1999). Mean and variance of truncated normal distributions. The American Statistician, 53, 357–361. 688 Bibliography

BARR, T.D. and DAHLEN, F.A. (1990). Constraints on friction and stress in the Taiwan fold-and- thrust belt from heat flow and geochronology. Geology, 18, 111–115. BARRANDE, J. (1852). Sur la système silurien de la Bohemie. Bulletin de la Socie´te´geólogique de France, ser. 2, 10, 403–424. BARRÉ DE SAINT-VENANT, A.J.C. (1864). Re´sume´ des leçons donneés a l’École des Ponts et Chausseés sur l’application de la mećhanique a l’e´tablissement des constructions et des machines [Lessons given at the School of Bridges and Roads on application of mechanics to structures and machines. I]. 3rd edn., Paris, Dunod. BARRELL, J. (1914). The strength of the Earth’s crust. Part II. Regional distribution of isostatic compensation. The Journal of Geology, 22, 145–165. BARRINGTON, G.V. (1986). The Delphi as a naturalistic evaluation tool. The Canadian Journal of Program Evaluation, 1,81–88. BARRY, C., DE LA BECHE, H.T., SMITH, W. and SMITH, C.H. (1839). Report as the result of an enquiry, undertaken by the authority of the Lords Commissioners of Her Majesty’s Treasury, with reference to the selection of stone for building the New Houses of Parliament. London, Her Majesty’s Commissioners of Woods, Forests, Land Revenues, Works, and Buildings. BARRY, D.A. (1990). Supercomputers and their use in modeling subsurface solute transport. Reviews of Geophysics, 28, 277–295. BARTELS, J. (1931). Geophysical stereograms. Terrestrial Magnetism and Atmospheric Electricity, 36, 187–198. BARTELS, J. (1932a). Terrestrial-magnetic activity and its relation to solar phenomena. Terrestrial Magnetism and Atmospheric Electricity, 37,1–52. BARTELS, J. (1932b). Statistical methods for research on diurnal variations. Terrestrial Magnetism and Atmospheric Electricity, 37, 291–302. BARTELS, J. (1946). Geomagnetic data on variations of solar radiation. Part I. Wave-radiation. Journal of Geophysical Research, 51, 181–242. BARTELS, R.H. and GOLUB, G.H. (1969). The simplex method of linear programming using LU decomposition. Communications of the ACM, 12, 266–268. BARTH, T.F.W. (1959). Principles of classification and norm calculation for metamorphic rocks. Journal of Geology, 67, 135–152. BARTH, T.F.W. (1962). A final proposal for calculating the mesonorm of metamorphic rocks. Journal of Geology, 70, 497–498. BARTLETT, M.S. (1939). A note on tests of significance in multivariate analysis. Proceedings of the Cambridge Philosophical Society, 35, 180–185. BARTLETT, M.S. (1946). On the theoretical specification and sampling properties of autocorrelated time-series. Journal of the Royal Statistical Society, Supplement, 8,27–41, 85–97. BARTLETT, M.S. (1947). The use of transformations. Biometrics, 3,39–52. BARTLETT, M.S. (1948). Smoothing periodograms from time series with continuous spectra. Nature, 161, 686–687. BARTLETT, M.S. (1950). Periodogram analysis and continuous spectra. Biometrika, 37,1–16. BARTON, C.C. and LA POINTE, P.R. (eds.) (1995). Fractals in petroleum geology and earth processes. New York, NY, Plenum. BASHE, C.J., BUCHHOLZ, W. and ROCHESTER, N. (1954). The IBM Type 702, an electronic data processing machine for business. Journal of the ACM, 1, 149–169. BASS, L.J. and SCHUBERT, S.R. (1967). On finding the disc of minimum radius containing a given set of points. Mathematics of Computation, 21, 712–714. BASSAM, A., SANTOYO, E., ANDAVERDE, J., HERNÁNDEZ, J.A. and ESPINOZA-OJEDA, O. M. (2010). Estimation of static formation temperatures in geothermal wells by using an artificial neural network approach. Computers & Geosciences, 36, 1191–1199. 689 Bibliography

BATABYAL, A.A. (1996). The queuing theoretic approach to groundwater management. Ecological Modelling, 85, 219–227. BATAILLE, K. and CHIU, J.M. (1991). Polarization analysis of high-frequency, three-component seismic data. Bulletin of the Seismological Society of America, 81, 622–642. BATEMAN, H. (1910). The solution of the integral equation which connects the velocity of propagation of an earthquake wave in the interior of the Earth with the times which the disturbance takes to travel to different stations on the Earth’s surface. London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 19, 576–587. BATES, B.C. and SUMNER, N.R. (1991). RECRES: A FORTRAN-77 program for detecting model misspecification in multiple linear regression. Computers & Geosciences, 17,91–114. BATES, D.M. and WATTS, D.G. (1988). Nonlinear regression analysis and its applications. New York, NY, John Wiley & Sons. BATES, R.L. (1960). Geology of the industrial minerals and rocks. New York, NY, Harper & Bros. BAUER, L.A. (1895). On the secular motion of a free magnetic needle. The Physical Review, ser. 1, 2, 455–465. BAUMGARTNER, P.O. (1984). Comparison of unitary associations and probabilistic ranking and scaling as applied to Mesozoic radiolarians. Computers & Geosciences, 10, 167–183. BAXTER, G.G., CARGILL, S.M., CHIDESTER, A.H., HART, P.E., KAUFMAN, G.M. and URQUIDI-BARRAU, F. (1978). Workshop on the Delphi method. Journal of the International Association for Mathematical Geology, 10, 581–588. BAXTER, G.G. and HORDER, M.F. (eds.) (1981). Databanks and databases in geology. Journal of the Geological Society of London, 138, 573–630. BAYART, D. (2005). Walter Andrew Shewhart, Economic control of quality of manufactured product (1931). In: GRATTAN-GUINNESS, I. (ed.). Landmark writings in western mathematics 1640–1940. Amsterdam, Elsevier, 926–935. BAYES, T. (1763). An essay towards solving a problem in the doctrine of chances. By the Late Rev. Mr. Bayes, F.R.S. Communicated by Mr [R.] Price, in a letter to John Canton, A.M. F.R.S. Philosophical Transactions of the Royal Society, London, 53, 370–418. BAYKAN, N.A. and YILMAZ, N. (2010). Mineral identification using colour spaces and artificial neural networks. Computers & Geosciences, 36,91–97. BAYLESS, J.W. and BRIGHAM, E.O. (1970). Application of the Kalman filter to continuous signal restoration. Geophysics, 35,2–23. BAZIW, E. and WEIR-JONES, I. (2002). Application of Kalman filtering techniques for microseis- mic event detection. Pure and Applied Geophysics, 159, 449–471. BEAR, J. and CHENG, A.H.-D. (2010). Modeling groundwater flow and contaminant transport. Theory and applications of transport in porous media, v. 23. Dordrecht, Springer. BEARD, A.D., NETTLETON, D.L., BENSKY, L.S. and POORTE, G.E. (1956). Characteristics of the RCA BIZMAC computer. In: AFIPS Joint Computer Conferences. Papers presented at the February 7–9, 1956, Joint ACM-AIEE-IRE Western Computer Conference, San Francisco, CA. New York, American Institute of Electrical Engineers, 133–137. BEARD, C.N. (1959). Quantitative study of columnar jointing. Bulletin of the Geological Society of America, 70, 379–382. BEATON, A.E. and TUKEY, J.W. (1974). The fitting of power series, meaning polynomials, illustrated on band-spectroscopic data. Technometrics, 16, 147–185. BEAUCHAMP, K.G. (1984). Applications of Walsh functions and related functions. New York, NY, Academic Press. BEBBINGTON, M., VERE-JONES, D. and ZHENG, X. (1990). Percolation theory: a model for rock fracture? Geophysical Journal International, 100, 215–220. 690 Bibliography

BECKE, F. (1896). Gesteine der Columbretes [Rocks of the Columbretes]. Tschermak’s Mineralogische und petrographische Mittheilungen, 16, 308–336. BECKER, G.F. (1893). Finite homogeneous strain, flow and rupture of rocks. Bulletin of the Geological Society of America, 4,13–90. BECKER, R.A. and CHAMBERS, J.M. (1984). S: An interactive environment for data analysis and graphics. Belmont, CA, Wadsworth. BECKER, R.A., CHAMBERS, J.M. and WILKS, A.R. (1988). The new S language. Pacific Grove, CA, Wadsworth and Brooks/Cole. BEDNAR, J.B. (1983). Applications of median filtering to deconvolution, pulse estimation, and statistical editing of seismic data. Geophysics, 48, 1598–1610. BEGIN, Z.B. (1987). ERFUS6 – A FORTRAN program for calculating the response of alluvial channels to base level lowering. Computers & Geosciences, 13, 389–398. BELBIN, L. (1984). FUSE: A FORTRAN IV program for agglomerative fusion for minicomputers. Computers & Geosciences, 10, 361–384. BELL, M.A. and LLOYD, G.T. (2014). Strap: an R package for plotting phylogenies against stratigraphy and assessing their stratigraphic congruence. Palaeontology, 58, 379–389. BELLHOUSE, D. (2005). Decoding Cardano’s Liber de Ludo Aleae. Historia Mathematica, 32, 180–202. BELLHOUSE, D.R. (2011). Abraham De Moivre: Setting the stage for classical probability and applications. Boca Raton, FL, CRC Press. BELLMAN, R.E. (1954). The theory of dynamic programming. Bulletin of the American Mathemat- ical Society, 60, 503–516. BELLMAN, R.E. (1955). Functional equations in the theory of dynamic programming. V. Positivity and quasi-linearity. Proceedings of the National Academy of Sciences, 41, 743–746. BELLMAN, R.E. (1957). Dynamic programming. Princeton, NJ, Princeton University Press. BELLMAN, R.E. (1984). History and development of dynamic programming. IEEE Control Systems Magazine, 4,24–28. BELLMAN, R.E. and KALABA, R.E. (1965). Quasilinearization and nonlinear boundary-value problems. New York, NY, Elsevier. BELSLEY, D.A., KUH, E. and WELSCH, R.E. (1980). Regression diagnostics. New York, NY, John Wiley & Sons BELTRAMI, E. (1868). Teoria fondamentale degli spazii di curvatura costante [Fundamental theory of constant curvature spaces]. Annali de Mathematiche, ser. 2, 2, 232–255. BELTRAMI, E. (1873). Sulle funzioni bilineari [On bilinear functions]. Giornale di Matematiche ad Uso degli Studenti Delle Universita, 11,98–106. BELYAEV, Y.K. (1961). Continuity and Holder€ conditions for sample functions of stationary Gaussian processes. In: NEYMAN, J. (ed.). Proceedings of the Fourth Berkeley Symposium on Mathematical Statistics and Probability. v. 2. Contributions to Probability Theory, Berkeley, CA, University of California Press, 23–33. BELYAEV, Y.K. (1972). Point processes and first passage problems. In: LE CAM, L.M., NEYMAN, J. and SCOTT, E.L. (eds.). Proceedings of the Sixth Berkeley Symposium on Mathematical Statistics and Probability. v. 2. Probability Theory. Berkeley, CA, University of California Press, 1–17. BEMOWSKI, K. (1992). The quality glossary. Quality Progress, 25 (2), 19–29. BENDAT, J.S. and PIERSOL, A.G. (1971). Random data. Analysis and measurement procedures. New York, NY. Wiley-Interscience. BENDER, R., BELLMAN, S. H. and GORDON, R. (1970). ART and the ribosome: A preliminary report on the three-dimensional structure of individual ribosomes determined by an algebraic reconstruction technique. Journal of Theoretical Biology, 29, 483–487. 691 Bibliography

BENEDEK, G. and GREYTAK, T. (1965). Brillouin scattering in liquids. Proceedings of the IEEE, 53, 1623–1629. BENEDETTI, G.B. (1585). Diversarum speculationum mathematicarum et physicarum liber [Diverse speculations on mathematics and physics]. Turin, Nicolai Beuilacquae. BENEDIKTSSON, J.A., SWAIN, P.H. and ERSOY, O.K. (1993). Conjugate-gradient neural networks in classification of multisource and very high dimensional remote sensing data. Interna- tional Journal of Remote Sensing, 14, 2883–2903. BEN-HADOR, R. and BUCHEN, P. (1999). A new approach to Cagniard’s problem. Applied Mathematics Letters, 12,65–72. BEN-MENAHEM, A. and TOKSÖZ, M.N. (1962). Source mechanism from spectra of long-period seismic surface waves. 1. The Mongolian earthquake of December 4, 1937. Journal of Geophys- ical Research, 67, 1943–1955. BENN, D.I. (1994). Fabric shape and the interpretation of sedimentary fabric data. Journal of Sedimentary Research, ser. A, 64, 910–915. BENNETT, A.A. (1921). Some algebraic analogies in matric theory. Annals of mathematics, ser. 2, 23,91–96. BENNETT, J.G. (1936). Broken coal. Journal of the Institute of Fuel, 10,22–39. BENNETT, M. R., WALLER, R. I., GLASSER, N. F., HAMBREY, M. J. and HUDDART, D. (1999). Glacigenic clast fabrics: genetic fingerprint or wishful thinking? Journal of Quaternary Science, 14, 125–135. BENOIT, E. (1924). Note sur une méthode de resolution des équations normales provenant de l’application de la méthode des moindres carrés à un système d'équations lineaires en nombre inferieure à celui des inconnues. (Procede du Commandant Cholesky) [Solving the normal equations from the application of the least squares method to a system of linear equations smaller in number than the unknowns. (The procedure of Commandant Cholesky)] Bulletin geódesique, (2), 67–77. BENTON, M.J. (2003). Finding the tree of life: matching phylogenetic trees to the fossil record through the 20th century. Proceedings of the Royal Society, London, ser. B, 268, 2123–2130. BENZÉCRI, J.-P. (1973). Analyse des donneés, tome 2: Analyses des correspondances [Data analysis. II. Correspondence analysis]. Paris, Dunod. BENZÉCRI, J.-P. (1992). Correspondence analysis handbook. New York, NY, Marcel Dekker. BERGE, C. and GHOULI-HOURI, A. (1965). Programming games and transportation networks. London, Methuen. BERGER, G.W. and YORK, D. (1981). Geothermometry from 40Ar/39Ar dating experiments. Geochimica et Cosmochimica Acta, 45, 795–811. BERGHAUS, H.K.W. (1847). Grundlinien der physikalischen Erdbeschreibung. [Elements of physical geography] v. 1. Stuttgart, Verlags-Bureau. BERGHAUS, H.K.W. (1852). Physikalischer Atlas. [Physical atlas] v. 1. Gotha, Justus Perthes. BERGIN, T.J. and HAIGH, T. (2009). The commercialization of database management systems, 1969–1983. IEEE Annals of the History of Computing, 31 (4), 26–41. BERK, K.N. (1978). Comparing subset regression procedures. Technometrics, 20,1–6. BERKOWITZ, B. (1995). Analysis of fracture network connectivity using percolation theory. Mathematical Geology, 27, 467–484. BERKSON, J. (1944). Application of the logistic function to bio-assay. Journal of the American Statistical Association, 39, 357–365. BERLANGA, J.M. and HARBAUGH, J.W. (1981). A computer procedure to analyse seismic data to estimate outcome probabilities in oil exploration, with an initial application in the Tabasco region of southeastern Mexico. Computers & Geosciences, 7,59–98. 692 Bibliography

BERMAN, R.G. and BROWN, T.H. (1984). A thermodynamic model for multicomponent melts, with application to the system CaO–Al2O3–SiO2. Geochimica et Cosmochimica Acta, 48, 661–678. BERNOULLI, D. (1738). Hydrodynamica [Hydrodynamics]. Basel, Argentorati. BERNOULLI, J. (1690). Quæstiones nonnullæ de usuris, cum solutione problematis de sorte alearum, propositi in Ephem. Gall. A. 1685 [Some questions about interest, with a solution of a problem about games of chance, proposed in (Journal des Savants) in 1685]. Acta Eruditorum, for 1690 (May), 219–223. BERNOULLI, J. (1691). Specimen calculi differentialis in dimensione parabolae helicoidis, ubi de flexuris curvarum in genere, earundum evolutionibus aliisque [Differential calculus in measurement of the parabola and helicoid, curves of flexures in general, and other evolutes]. Acta Eruditorum, for 1691 (January), 13–23. BERNOULLI, J. (1694). Modus generalis construendi omnes aquationes differentiales primi gradus [A general method for constructing first order differential equations]. Acta Eruditorum, for 1694 (November), 435–437. BERNOULLI, J. (1713). Ars Conjectandi, opus posthumum [The art of conjecture, a posthumous work]. Basle, Thurnisiorum fratrum. BERNŠTEIN, S.N. (1926a). Sur l’extension du théorème limite du calcul des probabilités aux sommes de quantités dépendantes [On the extension of the limit theorem of probability to sums of dependent quantities]. Mathematische Annalen, 97,1–59. BERNŠTEIN, S.N. (1926b). Sur les courbes de distribution des probabilités [On the curves of probability distributions]. Mathematische Zeitschrift, 24, 199–211. BERTSIMAS, D. and TSITSIKLIS, J. (1993). Simulated annealing. Statistical Science, 8,10–15. BERTUCCO, L., COLTELLI, M., NUNNARI, G. and OCCHIPINTI, L. (1999). Cellular neural networks for real time monitoring of volcanic activity. Computers & Geosciences, 25, 101–117. BESAG, J. and DIGGLE, P.J. (1977). Simple Monte Carlo tests for spatial pattern. Applied Statistics, 26, 327–333. BESICOVITCH, A.S. (1929). On linear sets of points of fractional dimension. Mathematische Annalen, 101, 161–193. BESICOVITCH, A.S. (1934). Sets of fractional dimensions (IV): On rational approximation to real numbers. Journal of the London Mathematical Society, 9, 126–131. BESICOVITCH, A.S. (1935a). On the sum of digits of real numbers represented in the dyadic system. (On sets of fractional dimension II). Mathematische Annalen, 110, 321–330. BESICOVITCH, A.S. (1935b). Sets of points of non-differentiability of absolutely continuous functions and of divergence of the Fejér sums. (On sets of fractional dimension III). Mathematische Annalen, 110, 331–335. BESICOVITCH, A.S. and URSELL, H.D. (1937). Sets of fractional dimensions (V): On dimensional numbers of some continuous curves. Journal of the London Mathematical Society, 12,18–25. BESSEL, F.W. (1816). Untersuchungen über die Bahn des Olbersschen Kometen [Studies on the path of Olbers’ comet]. Abhandlungen der Mathematischen Klasse der Koeniglich-Preussischen Akademie der Wissenschaften, Berlin, for 1816,119–160. BESSEL, F.W. (1832 [1830]). Versuche über die Kraft, mit welcher die Erde Korper€ von verschiedener Beschaffenheit anzieht [Experiments on the force with which the Earth attracts bodies of different substance]. Mathematische Abhandlungen der Koniglichen Akademie der Wissenschaften zu Berlin, 1830,41–101. BESSEL, F.W. (1891 [1830]). Expériences sur la force avec laquelle la terre attire les corps de nature differente [Experiments on the force with which the Earth attracts bodies of different substance]. In: Collection de me´moires relatifs a la physique, publie´s par La Socie´te´ Française de Physique. Tome V. Me´moires sur le pendule. Second partie. Paris, Gauthier-Villars, 71–133. 693 Bibliography

BEUTLER, F.J. (1960). Approximations to Wiener optimum filters and predictors. Journal of the Society for Industrial and Applied Mathematics, 8, 662–679. BEVC, D., FEODOROV, O., POPOVICI, A.M. and BIONDI, B. (2000). Internet-based seismic processing: The future of geophysical computing. In: Expanded abstracts with biographies: 2000 technical program: SEG International Exposition and seventieth annual meeting, August 6–11, 2000, Calgary, Society of Exploration Geophysicists, Tulsa, OK, 2119–2122. BEVEN, K.J. and KIRKBY, M.J. (eds.) (1993). Channel network hydrology. Chichester, Wiley- Blackwell. BEZDEK, J.C. (1981). Pattern recognition with fuzzy objective functions. New York, NY, Plenum Press. BEZDEK, J.C. (1985). Corrections for “FCM: The fuzzy c-means clustering algorithm”. Computers & Geosciences, 11, 660. BEZDEK, J.C., EHRLICH, R. and FULL, W. (1984). FCM: the fuzzy c-means clustering algorithm. Computers & Geosciences, 10, 191–203. BEZVODA, V., JELÍNKOVÁ, E. and SEGETH, K. (1986). Evaluation of geochemical data acquired from regular grids. Mathematical Geology, 18, 823–843. BEZVODA, V., JEŽEK, J. and SEGETH, K. (1990). FREDPACK – A program package for linear filtering in the frequency domain. Computers & Geosciences, 16, 1123–1154. BHATTACHARYA, R.N. and RAO, R.R. (1976). Normal approximation and asymptotic expansions. New York, John Wiley & Sons. BHATTACHARYYA, B.K. and CHAN, K.C. (1977). Reduction of magnetic and gravity data on an arbitrary surface acquired in a region of high topographic relief. Geophysics, 42, 1411–1430. BI, G. and ZENG, Y. (2004). Transforms and fast algorithms for signal analysis and representations. Boston, Birkhäuser. BIBBY, J. (1986). Notes towards a history of teaching statistics. Edinburgh, John Bibby. BICKEL, P.J. and BÜHLMANN, P. (1996). What is a linear process? Proceedings of the National Academy of Sciences of the United States of America, 93, 12128–12131. BICKEL, S.H. and MARTINEZ, D.R. (1983). Resolution performance of Wiener filters. Geophysics, 48, 887–899. BIENAYMÉ, I.J. (1845). De la loi de multiplication et de la durée des familles [The law of multiplication and the duration of families]. Socie´te´ Philomathique de Extraits, se´r. 5, 1845, 37–39. BIENAYMÉ, I.J. (1853). Considérations à l’appui de la découverte de Laplace sur la loi des probabilités dans la méthode des moindres carrés [Considerations in support of the discovery of La Place on the law of probabilities in the least squares method]. Comptes rendus de l’Acade´mie des sciences, Paris, 37, 309–324. BILLINGS, M.P. (1942). Structural geology. New York, NY, Prentice-Hall. BILLINGS, M.P. (1954). Structural geology. 2nd edn., Englewood Cliffs, NJ, Prentice-Hall. BILLINGS, S.D. (1994). Simulated annealing for earthquake location. Geophysical Journal Interna- tional, 118, 680-692. BILLINGSLEY, F.C. (1965). Digital Video Processing at JPL. In: TURNER, E.B., (ed.). Electronic Imaging Techniques I. Los Angeles April 26, 1965. Proceedings of SPIE, Vol. 3, Bellingham, WA, International Society for Optics and Photonics, XV-1–19 [online: http://dx.doi.org/10.1117/12. 970964]. BILLINGSLEY, H. (1570). The elements of geometrie of the most auncient philosopher Euclide of Megara. Faithfully (now first) translated into the Englishe toung, by H. Billingsley, citizen of London. London, John Daye. BINET, J.P.M. (1839). Memoire sur les intégrales définies euleriennes, et sur leur application a la théorie des suites, ansi qu’al’evaluation des fonctions des grands nombres [On Eulerian definite 694 Bibliography

integrals, their application to suites and to functions of large numbers]. Journal de L’Ecole Royale Polytećhnique, 16, 123-343. BINGHAM, C. (1964). Distributions on the sphere and on the projective plane. Unpublished Doctoral dissertation, New Haven, CT, Yale University. BINGHAM, C. (1974). An antipodally symmetric distribution on the sphere. Annals of Statistics, 2, 1201-1255. BINGHAM, C., GODFREY, M.D. and TUKEY, J.W. (1967). Modern techniques of power spectrum estimation. IEEE Transactions on Audio and Electroacoustics, AU-15, 56-66. BINNIE, A.R. (1892). On the mean or average rainfall and the fluctuations to which it is subject. Proceedings of the Institute of Civil Engineers, London, 109 (3), 89-172. BIOT, J.-B. (1817). Mémoire sur les rotations que certaines substances impriment aux axes de polarisation des rayons lumineux [Memoir on the rotations which certain substances give to the polarization axes of light rays]. Me´moires de l’Acade´mie Royale des Sciences de l’Institut de France, 2, 41-136. BIRAUD, Y. (1969). A new approach for increasing the resolving power by data processing. Astronomy and Astrophysics, 1, 124-127. BIRCH, F. (1938). Travel times for shear waves in a granitic layer. Bulletin of the Seismological Society of America, 28, 49-56. BIRCH, F. and BANCROFT, D. (1938). Elasticity and internal friction in a long column of granite. Bulletin of the Seismological Society of America, 28, 243-254. BIRD, D.N. (1982). A linear programming approach to time-term analysis. Bulletin of the Seismo- logical Society of America, 72, 2171-2180. BIRKHOFF, G.D. (1908). Boundary value and expansion problems of ordinary linear differential equations. Transactions of the American Mathematical Society, 9, 373-395. BIRKHOFF, G.D. (1920). Recent advances in dynamics. Science, new ser., 51, 51-55. BIRKHOFF, G.D. (1927). Dynamical systems. American Mathematical Society Colloquium Publications 9. Providence, RI, American Mathematical Society. BIRKHOFF, G.D. (1931). Proof of the Ergodic Theorem. Proceedings of the National Academy of Sciences, 17, 656–660. BIRKS, H.J.B. (1995). Quantitative palaeoenvironmental reconstructions. In: MADDY, D. and BREW, J.S. (eds.). Statistical modelling of Quaternary Science data. Technical Guide 5. Cambridge, Quaternary Research Association, 161-254. BIRKS, H.J.B., LINE, J.M., STEVENSON, A.C. and TER BRAAK, C.J.F. (1990). Diatoms and pH reconstruction. Philosophical Transactions of the Royal Society, London, ser. B, 327, 263-278. BIRNBAUM, Z.W. (1950). Effect of linear truncation on a multinomial population. The Annals of Mathematical Statistics, 21, 272-279. BISHOP, C.M. (1995). Neural networks for pattern recognition. Oxford, Clarendon Press. BITZER, D.L., LYMAN, E.R. and EASLEY, J.A. (1965). The uses of PLATO: a computer-controlled teaching system. Report R-268. Urbana, IL, Coordinated Science Laboratory, University of Illinois [reprinted in: Audiovisual Instruction, 11,16–21 (1966)]. BITZER, K. (1999). Two-dimensional simulation of clastic and carbonate sedimentation, consolida- tion, subsidence, fluid flow, heat flow and solute transport during the formation of sedimentary basins. Computers & Geosciences, 25, 431–447. BITZER, K. and HARBAUGH, J.W. (1987). DEPOSIM: A Macintosh computer model for two-dimensional simulation of transport, deposition, erosion, and compaction of clastic sediments. Computers & Geosciences, 13,611–637. BIVAND, R.S., PEBESMA, E.J. and GÓMEZ-RUBIO, V. (2008). Applied spatial data analysis with R. New York, Springer-Verlag. 695 Bibliography

BIVAND, R.S., PEBESMA, E. and GÓMEZ-RUBIO, V. (2013). Applied spatial data analysis with R. 2nd edn., New York, NY, Springer-Verlag. BJERHAMMAR, A. (1966). On the determination of the shape of the geoid and the shape of the earth from an ellipsoidal surface of reference. Bulletin Geóde´sique, 81, 235–265. BJÖRCK, Å. (1996). Numerical methods for least squares problems. Philadelphia, PA, Society for Industrial and Applied Mathematics. BLACK, H.S. (1934). Stabilized feedback amplifiers. Bell System Technical Journal, 13 (1), 1–18 [reprinted in Proceedings of the IEEE, 87, 379–385 (1999)]. BLACKITH, R.E. and REYMENT, R.A. (1971). Multivariate morphometrics. London, Academic Press. BLACKMAN, R.B. and TUKEY, J.W. (1958). The measurement of power spectra from the point of view of communications engineering. Bell System Technical Journal, 37, 185–282, 485–569. BLAIK, M. and DONN, W.L. (1954). Microseism ground motion at Palisades and Weston. Bulletin of the Seismological Society of America, 44, 597–612. BLAKE, A. (1941). Progress-report on periodicity and time-series. EoS, Transactions of the Ameri- can Geophysical Union, 22, 407–408. BLAKE, J.F. (1878). On the measurement of the curves formed by Cephalopods and other molluscs. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5, 3, 241–263. BLAND, H.C. and STEWART, R.R. (1993). 3-D Seismic visualization. CREWES Research Report, 5, 23a.1–23a.10. BLANDER, M. (1968). The topology of phase diagrams of ternary molten salt systems. Chemical Geology, 3,33–58 BLANTON, D. (1988). Introduction to analysis of the infinite (Book I). New York, NY, Springer- Verlag. BLANTON, D. (1990). Introduction to analysis of the infinite (Book II). New York, NY, Springer- Verlag. BLEE, H.H. (1940). Third dimension maps. Military Engineer, 32, 187–190. BLEISTEIN, N. and COHEN, J.C. (1992). The Cagniard method in complex time revisited. Geophysical Prospecting, 40, 619–649. BLOCH, R.M., CAMPBELL, R.V.D. and ELLIS, M. (1948). General design considerations for the Raytheon computer. Mathematical Tables and other Aids to Computation, 3, 317–323. BLODGET, L. (1857). Climatology of the United States, and of the temperate latitudes of the North American Continent. Philadelphia, PA, J.B. Lippincott. BLOOMFIELD, P. (1976). Fourier analysis of time series: An introduction. New York, John Wiley & Sons. BLOTT, S.J. and PYE, K. (2001). GRADISTAT: A grain size distribution and statistics package for the analysis of unconsolidated sediments. Earth Surface Processes and Landforms, 26, 1237–1248. BLOTT, S.J. and PYE, K. (2007). Particle shape: a review and new methods of characterisation and classification. Sedimentology, 55,31–63. BLUM, C. (2005). Ant colony optimization: Introduction and recent trends. Physics of Life Reviews, 2, 353–373. BLUNT, L. and JIANG, X. (eds.) (2003). Advanced techniques for assessment of surface topography: development of a basis for 3D surface texture standards “SURFSTAND.” London, Kogan Page Science. BLYTH, C. R., (1972). On Simpson’s Paradox and the Sure Thing Principle, Journal of the American Statistical Association, 67, 364–366. 696 Bibliography

BOATWRIGHT, J. (1978). Detailed spectral analysis of two small New York state earthquakes. Bulletin of the Seismological Society of America, 68, 1117–1131. BOBILLO-ARES, N.C., ALLER, A., BASTIDA, F., MENÉNDEZ, O. and LISLE, R.J. (2015). StrainModeller: A Mathematica-based program for 3D analysis of finite and progressive strain. Computers & Geosciences, 78, 123–132. BÔCHER, M. (1906). Introduction to the theory of Fourier series. Annals of Mathematics, 7,81–152. BÔCHER, M. (1907). Introduction to higher algebra. New York, NY, MacMillan. BOCHNER, S. (1932). Vorlesungen uber€ Fouriersche Integrale. [Lectures on Fourier integrals]. Leipzig, Akademische Verlagsgesellschaft. BODE, H.W. (1934). A general theory of electric wave filters. Journal of Mathematical Physics, 13, 275–362. BODE, H.W. (1945). Network analysis and feedback amplifier design. Princeton, NJ, Van Nostrand. BODE, H.W. and SHANNON, C.E. (1950). A simplified derivation of linear least square smoothing and prediction theory. Proceedings of the Institute of Radio Engineers, 38, 417–425. BOEHM, E.M. and STEEL, T.B. (1959). The Share 709 system: Machine implementation of symbolic programming. Journal of the ACM, 6, 134–140. BOGERT, B.P., HEALY, M.J.R. and TUKEY, J.W. (1963). The quefrency alanysis of time series for echoes: cepstrum, pseudo-autocovariance, cross-cepstrum and saphe-cracking. In: ROSENBLATT, M. (ed.). Proceedings of the symposium on time series analysis. New York, John Wiley & Sons, 209–243. BOHREN, C.F. (2010). What did Kramers and Kronig do and how did they do it? European Journal of Physics, 31, 573–577. BOHRSON, W.A. and SPERA, F.J. (2001). Energy-constrained open-system magmatic processes. II. Application of energy-constrained assimilation-fractional crystallization (EC-AFC) model to magmatic systems. Journal of Petrology, 42, 1019–1041. BOIS, P. (1975). Compatibilité entre la compression de l’information sismique et son traitement. Geophysical Prospecting, 23, 682–694. BOISEN, M.B., Jr. and GIBBS, G.V. (1985). Mathematical crystallography. Reviews in Mineralogy. v. 15. Washington, DC, Mineralogical Society of America. BOLIVAR, S.L., FREEMAN, S.B. and WEAVER, T.A. (1983). Evaluation of integrated data sets – Four examples. Computers & Geosciences, 9,7–15. BOLT, B.A. and BUTCHER, J.C. (1960). Rayleigh wave dispersion for a single layer on an elastic half space. Australian Journal of Physics, 13, 498–504. BOLT, B.A. and NIAZI, M. (1964). Dispersion of Rayleigh waves across Australia. Geophysical Journal International, 9,21–35. BOLTWOOD, B.B. (1907). The ultimate disintigration products of uranium. American Journal of Science, 23,77–88. BOLTZMANN, L. (1872). Weitere Studien über das Wärmgleichgewicht unter Gasmolekülen [Further studies on the heat balance among gas molecules]. Sitzungsberichte der Mathematisch- Naturwissenschaftlichen Classe der Kaiserlichen Akademie der Wissenschaften, Wien, 66, 275–370. BONADONNA, C. and COSTA, A. (2013). Plume height, volume, and classification of explosive volcanic eruptions based on the Weibull function. Bulletin of Volcanology, 75 (8), art. 742, 1–19 [online: http://dx.doi.org/10.1007/s00445-013-0742-1]. BONCOMPAGNI, B. (1857). Scritti di Leonardo Pisano matematico del secolo decimoterzo [Writ- ings of Leonardo Pisano thirteenth century mathematician]. Rome, Tipografia delle Scienze Matematiche e Fisiche. 697 Bibliography

BOND, C.E., PHILO, C. and SHIPTON, Z.K. (2011). When there isn’t a right answer: Interpretation and reasoning, key skills for twenty-first century geoscience. International Journal of Science Education, 33, 629–652. BONHAM-CARTER, G.F. (1988). Numerical procedures and computer program for fitting an Inverted Gaussian Model to vegetation reflectance data. Computers & Geosciences, 14, 339–356. BONHAM-CARTER, G.F. (1994). Geographic information systems for geoscientists. Modelling with GIS. Computer Methods in the Geosciences. v.13. [Oxford], Pergamon Press. BONHAM-CARTER, G.F., AGTERBERG, F.P. and WRIGHT, D.F. (1988). Integration of geological data sets for gold exploration in Nova Scotia. Photogrammetry and Remote Sensing, 54, 1585–1592. BONHAM-CARTER, G. F., AGTERBERG, F. P., and WRIGHT, D. F. (1990). Weights of evidence modelling: a new approach to mapping mineral potential. In: AGTERBERG, F.P. and BONHAM- CARTER, G.F. (eds). Statistical applications in the earth sciences. Colloquium on statistical applications in the earth sciences; Ottawa, Ontario, Canada; November 14–18, 1988. Geological Survey of Canada Paper, 89-9. Ottawa, Geological Survey of Canada, 171–183. BOOKSTEIN, F.L. (1991). Morphometric tools for landmark data. New York, NY, Cambridge University Press. BOOKSTEIN, F.L. (1995). The morphometric synthesis for landmarks and edge elements in images. Terra Nova, 7, 393–407. BOOLE, G. (1843). Exposition of a general theory of linear transformations, Parts I and II. Cambridge mathematical Journal, 3,1–20, 106–119. BOOLE, G. (1844). On a general method in analysis. Philosophical Transaction of the Royal Society, London, 134, 225–282. BOOLE, G. (1854). An investigation of the laws of thought, on which are founded the mathematical theories of logic and probabilities. London, Walton and Maberly. BOORE, D.M. and AKKAR, S. (2003). Effect of causal and acausal filters on elastic and inelastic response spectra. Earthquake Engineering and Structural Dynamics, 32, 1729–1748. BOOTH, B. (1978). Assessing volcanic risk. Journal of the Geological Society, London, 186, 331–340. BOOTON, R.C., Jr. (1952). An optimization theory for time-varying linear systems with non-stationary statistical inputs. Proceedings of the Institute of Radio Engineers, 40, 417–425. BOOTS, B.N. and JONES, D.J. (1983). The spatial arrangement of random Voronoï polygons. Computers & Geosciences, 9, 351–365. BORDLEY, R.F. (1982). A multiplicative formula for aggregating probability assessments. Manage- ment Science, 28, 1137–1148. BOREL, É. (1898). Leçons sur la theórie des fonctions [Lessons on the theory of functions]. Paris, Gauthier-Villars et fils. BORING, E.G. (1941). Statistical frequencies as dynamic equilibria. Psychological Review, 48, 279–301. BORMANN, P., ENGDAHL, R. and KIND, R. (2002). Seismic wave propagation and Earth models. v. 1, chapter 2. In: BORMANN, P. (ed.). IASPEI New manual of seismological observatory practice. Potsdam, GeoForschungs Zentrum Potsdam, 1–70. BORN, M. (1936). On the linearization of the energy density of the electromagnetic field. Mathemat- ical Proceedings of the Cambridge Philosophical Society, 32, 102–107. BORN, W.T. and KENDALL, J.M. (1941). Application of the Fourier integral to some geophysical instrument problems. Geophysics, 6, 105–115. BORTOLUZZI, G. and LIGI, M. (1986). DIGMAP: a computer program for accurate acquisition by digitizer of geographical coordinates from conformal projections. Computers & Geosciences, 12, 175–197. 698 Bibliography

BOS, H.J.M. (1974). Differentials, higher-order differentials and the derivative in Leibnizian calculus. Archive for the History of Exact Sciences, 14,1–90. BOSER, B.E., GUYON, I.M. and VAPNIK, V.N. (1992). A training algorithm for optimal margin classifiers. In: Proceedings of the Fifth Annual ACM Workshop on Computational Learning Theory, July 27–29, 1992, Pittsburgh, Pennsylvania. New York, NY, Association for Computing Machinery, 144–152. BOSWELL, P.G.H. (1915). The stratigraphy and petrology of the Lower Eocene deposits of the north-eastern part of the London Basin. Quarterly Journal of the Geological Society, London, 71, 536–591. BOSWELL, P.G.H. (1961). The case against a Lower Palaeozoic geosyncline in Wales. Geological Journal, 2, 612–625. BOTBOL, J.M. (1970). A model way to analyse the mineralogy of base metal mining districts. Mining Engineering, 22 (3), 56–59. BOTBOL, J.M. (1989). Multivariate clustering based on entropy. United States Geological Survey Bulletin 1893, Washington, DC, United States Government Printing Office. BOTBOL, J.M., SINDING-LARSEN, R., MCCAMMON, R.B. and GOTT, G.B. (1977). Weighted characteristic analysis of spatially dependent mineral deposit data. Journal of the International Association for Mathematical Geology, 9, 309–312. BOTBOL, J.M., SINDING-LARSEN, R., MCCAMMON, R.B. and GOTT, G.B. (1978). A regionalised multivariate approach to target selection in geochemical exploration. Economic Geology, 73, 534–546. BÖTTCHER, J. and STREBEL, O. (1990). Quantification of deterministic and stochastic variability components of solute concentrations at the groundwater table in sandy soils. In: ROTH, K., FLÜHLER, H., JURY, W.A. and PARKER, J.C. (eds.). Field scale water and solute flux in soils. Basel, Birkhäuser, 129–140. BOUGUER, P. (1749). La Figure de la Terre, de´termineé par les observations de Messieurs Bouguer, and de la Condamine, de l’Acade´mie Royal des Sciences, envoye´s par ordre du Roi au Pe´rou, pour observer aux environs de l'equateur [The figure of the Earth, as determined by the observations of M. Bouguer and M. de la Condamine of the Royal Academy of Sciences, sent by order of the King to Peru to make observations in the equatorial regions]. Paris, C.-A. Jombert. BOUILLÉ, F. (1976a). A model of scientific data bank and its applications to geological data. Computers & Geosciences, 2, 279–291. BOUILLÉ, F. (1976b). Graph theory and digitization of geological maps. Journal of the International Association for Mathematical Geology, 8, 375–394. BOULIGAND, G. (1928). Ensembles impropres et nombre dimensionnel [Improper and dimensional number sets]. Bulletin des Sciences Mathe´matiques, ser. 2, 52, 320–344, 361–376. BOULIGAND, G. (1929). Sur la notion d’ordre de mesure d'un ensemble plan [On the notion of order of measuring a general plane]. Bulletin des Sciences Mathe´matiques, ser. 2, 53, 185–192. BOUNIAKOWSKY, W. (1859). Sur quelques inégalités concernant les intégrales ordinaires et les intégrales aux différences finies [On some inequalities concerning ordinary integrals and finite difference integrals]. Me´moires de l’Acade´mie Impe´riale des sciences de St-Pe´tersbourg. ser. 7, 1 (9), 1–18. BOURGAULT, G. and MARCOTTE, D. (1991). The multivariable variogram and its application to the linear coregionalization model. Mathematical Geology, 23, 899–928. BOWEN, A.N. and WHITE, R.S. (1986). Deep-tow seismic profiles from the Vema transform and ridge-transform intersection. Journal of the Geological Society, London, 143, 807–817. BOWEN, N.L. (1912). The binary system: Na2Al2Si2O8 (Nephelite–Carnegieite)–CaAl2Si2O8 (Anorthite). American Journal of Science, ser. 4, 88, 551–578. 699 Bibliography

BOWEN, N.L. (1915). The later stages of the evolution of the igneous rocks. Journal of Geology, 23 (8, supplement), 1–91. BOWEN, R.W. and BOTBOL, J.M. (1975). The Geologic Retrieval and Synopsis Program (GRASP). United States Geological Survey Professional Paper 966, Washington, DC, United States Government Printing Office. BOWKER, A.H. (1947). On the norm of a matrix. Annals of Mathematical Statistics, 18, 285–288. BOWLEY, A.L. (1897). Relations between accuracy of an average and that of its constituent parts. Journal of the Royal Statistical Society, 60, 855–866. BOWMAN, A., GRADSTEIN, F.M., LUGOWSKI, A. and HAMMER, O. (2008). Increasing resolution in exploration biostratigraphy – Part 2. Natural Resources Research, 17, 129–134. BOX, G.E.P. and ANDERSEN, S.L. (1955). Permutation theory in the derivation of robust criteria and the study of departures from assumption. Journal of the Royal Statistical Society, ser. B, 17, 1–34. BOX, G.E.P. and COX, D.R. (1964). An analysis of transformations. Journal of the Royal Statistical Society, 26,211–252. BOX, G.E.P. and JENKINS, G.M. (1970). Time series analysis: forecasting and control. London, Holden-Day. BOYER, C.B. (1949). Newton as originator of polar coordinates. American Mathematical Monthly, 16,73–78. BOYER, C.B. (1968). A history of mathematics. New York, NY, John Wiley & Sons. BRACE, W.F. (1961). Mohr construction in the analysis of large geologic strain. Geological Society of America Bulletin, 72, 1059–1080. BRACEWELL, R.N. (1955). Correcting for Gaussian aerial smoothing. Australian Journal of Physics, 8,54–60. BRACEWELL, R.N. (1956). Strip integration in radio astronomy. Australian Journal of Physics, 9, 198–217. BRACKEN, R.H. and OLDFIELD, B.G. (1956). A general system for handling alphanumeric information on the IBM 701 computer. Journal for the Association of Computing Machinery, 3, 175–180. BRADLEY, R.A. and TERRY, M.E. (1952). The rank analysis of incomplete block designs. I. The method of paired comparisons. Biometrika, 39, 324–339. BRAGG, W.L. (1929). The determination of parameters in crystal structures by means of Fourier series. Proceedings of the Royal Society, London, ser. A, 123, 537–559. BRAILE, L.W. (1978). Comparison of four random to grid methods. Computers & Geosciences, 4, 341–349. BRASSEL, K. (1974). A model for automatic hill-shading. The American Cartographer, 1,15–27. BRATKO, I. (2001). Prolog programming for artificial intelligence. 3rd edn., Harlow, Addison- Wesley. BRATTEN, D. (1958). New results in the theory and techniques of Chebyshev fitting. Abstract no. 546-34. Notices of the American Mathematical Society, 5, 248. BRAUER, R. and WEYL, H. (1935). Spinors in n Dimensions. American Journal of Mathematics, 57, 425–449. BRAUN, T.H. and WHEATLEY, G.Y. (1960). Electrical analog approach to dipmeter computation. Geophysics, 25, 928–938. BRAVAIS, A. (1846). Analyse mathématique sur les probabilités des erreurs de situation d’un point. [Mathematical analysis of the probabilities of errors on the location of a point]. Me´moires de l’Acade´mie royale des Sciences de l’Institut de France, Paris, 9, 255–332. BRAY, A. and SCHOENBERG, F.P. (2013). Assessment of point process models for earthquake forecasting. Statistical Science, 28, 510–520. 700 Bibliography

BRAY, J.R. and CURTIS, J.T. (1957). An ordination of the upland forest communities of Southern Wisconsin. Ecology Monographs, 27, 325–349. BREDDIN, H. (1956). Die tektonische Deformation der Fossilien im Rheinischen Schiefergebirge [The tectonic deformation of the fossils in the Rhenish Slate Mountains]. Zeitschrift der Deutschen Geologischen Gesellschaft, 106, 227–305. BREIMAN, L. (2001). Random forests. Machine Learning, 45,5–32. BREIMAN, L., FRIEDMAN, J.H., OLSHEN, R. and STONE, C.J. (1984). Classification and regression trees. Belmont, CA, Wadsworth. BREITENBERGER, E. (1999). Johann Benedikt Listing. In: JAMES, I.M. (ed.). History of topology. Amsterdam, North-Holland, 909–924. BRETT, G.W. (1955). Cross-bedding in the Baraboo Quartzite of Wisconsin. Journal of Geology, 63, 143–148. BREWSTER, D. (1816). On the communication of the structure of doubly refracting crystals to glass, muriate of soda, fluor spar, and other substances by mechanical compression and dilation. Philosophical Transactions of the Royal Society, London, 106, 157–178. BREWSTER, D. (1856). The stereoscope; its history, theory, and construction, with its application to the fine and useful arts and to education. London, John Murray. BŘEZINA, J. (1963). Kapteyn’s transformation of grain size distribution. Journal of Sedimentary Petrology, 33, 931–937. BRIANCHON, C.-J. (1817). Me´moire sur les lignes du second ordre [Memoir on lines of the second order]. Paris, Bachelier. BRICAUD, J.A. and POUPON, A. (1959). Le pendagemetre continu a poteclinometre [The continued development of the poteclinometer and dipmeter]. In: MURPHREE, E.V., (ed.). Proceedings of the Fifth World Petroleum Congress, New York, June, 1959. Section II, Drilling and production, New York, NY, World Petroleum Congress, 225–239. BRICKLIN, D. and FRANKSTON, B. (1979). VisiCalc: computer software program. Sunnydale, CA, Personal Software. BRICKMAN, D. and WRIGHT, D.G. (1999). Filtering of Milankovitch cycles by the thermohaline circulation. Journal of Climate, 12, 1644–1658. BRIDEN, J.C. and WARD, M.A. (1966). Analysis of magnetic inclination of boreholes. Pure and Applied Geophysics, 63, 133–152. BRIDGES, N.J., HANLEY, J.T. and MCCAMMON, R.B. (1985). PREPRO: A computer program for encoding regional exploration data for use in characteristic analysis. Computers & Geosciences, 11, 513–519. BRIDGMAN, P.W. (1922). Dimensional analysis. New Haven, CT, Yale University Press. BRIGGS, H. (1617). Logarithmorum chilias prima [The first thousand logarithms]. London, Unknown. BRIGGS, H. (1624). Arithme´tica logarithmica [Logarithmical arithmetic]. London, William Jones. BRIGGS, H. (1631). Logarithmicall arithmetike. Or tables of logarithmes for absolute numbers from an unite to 100,000: as also for sines, tangentes and secantes for every minute of a quadrant with a plaine description of their use in arithmetike, geometrie, geographie, &c. London, George Miller. BRIGGS, J.E. and DIXON, T.N. (1968). Some practical considerations in the numerical solution of two-dimensional reservoir problems. Society of Petroleum Engineers Journal, 8, 185–194. BRIGGS, L.I. and POLLACK, H.N. (1967). Digital model of evaporite sedimentation. Science, 155, 453–456. BRIGGS, L.I., MCCULLOCH, D.S. and MOSER, F. (1962). The hydraulic shape of sand particles. Journal of Sedimentary Research, 82, 645–656. 701 Bibliography

BRIGHAM, E.O., SMITH, H.W., BOSTICK, F.X. and DUESTERHOEFT, W.C. (1968). An iterative technique for determining inverse filters. IEEE Transactions on Geoscience Electronics, 6,86–96. BRILLINGER, D.R. (1965). An introduction to polyspectra. Annals of Mathematical Statistics, 36, 1351–1374. BRILLINGER, D.R. (1988). Some statistical methods for random process data from seismology and neurophysiology. The Annals of Statistics, 16,1–54. BRILLINGER, D.R. (1991). Some history of the study of higher–order moments and spectra. Statistica Sinica, 1, 465–476. BRILLINGER, D.R. and ROSENBLATT, M. (1967a). Asymptotic theory of estimates of k-th order spectra. In: HARRIS, B. (ed.). Advanced seminar on spectral analysis. New York, NY, John Wiley & Sons, 153–188. BRILLINGER, D.R. and ROSENBLATT, M. (1967b). Computation and interpretation of k-th order spectra. In: HARRIS, B. (ed.). Advanced seminar on spectral analysis. New York, NY, John Wiley & Sons, 189–232. BRILLINGER, D.R. and TUKEY, J.W. (1985). Spectrum analysis in the presence of noise: Some issues and examples. In: BRILLINGER, D.R. (ed.). The collected works of John W. Tukey, Vol. II. Time series, 1965–1984. Monterey, CA, Wadsworth & Brooks Cole, 1001–1141. BRINCK, J. (1971). MIMIC, the prediction of mineral resources and long-term price trends in the non-ferrous metal mining industry is no longer Utopian. Eurospectra, 10,46–56. BRINER, A.P., KRONENBERG, H., MAZUREK, M., HORN, H., ENGI, M. and PETERS, T. (1999). FieldBook and GeoDatabase: tools for field data acquisition and analysis. Computers & Geosciences, 25, 1101–1111. BRIOT, C.A. and BOUQUET, J.C. (1856). Propriétés des fonctions définie par des équations différentielles [Properties of functions defined by differential equations]. Journal de l’École Polytećhnique, 36, 133–198. BRIOT, C.A.A. and BOUQUET, J.C. (1875). Theórie des fonctions elliptiques [Theory of elliptic functions]. 2nd edn., Paris, Gauthier-Villars. BRISBIN, W.C. and EDIGER, N.W. (eds.) (1967). A national system for storage and retrieval of geological data in Canada: A report by the ad-hoc Committee on Storage and Retrieval of Geological Data in Canada. Ottawa, Geological Survey of Canada. BRISKEY, J.A. and SCHULZ, K.J. (eds.) (2007). Proceedings for a Workshop on deposit modeling, mineral resource assessment, and their role in sustainable development: Proceedings of a workshop that followed the 31st International Geological Congress, Rio de Janeiro, Brazil, August 18–19, 2000. United States Geological Survey Circular 1294, Reston, VA, United States Geolog- ical Survey. BROADBENT, S.R. and HAMMERSLEY, J.M. (1957). Percolation processes. I. Crystals and mazes. Proceedings of the Cambridge Philosophical Society, 53, 629–641. BRODARIC, B., GAHEGAN, M. and HARRAP, R. (2004). The art and science of mapping: Computing geological categories from field data. Computers & Geosciences, 30, 719–740. BRODING, R.A. and POOLE, J.L. (1960). Collection and processing of digitized acoustic log data. Geophysics, 25, 939–947. BROMWICH, T.J. I’A. (1905). Theorems on the logarithmic potential. Proceedings of the London Mathematical Society, 3, 345–370. BROOME, J. (1988). An IBM-compatible microcomputer workstation for modeling and imaging potential field data. Computers & Geosciences, 14, 659–666. BROTZEN, O. (1975). Analysis of multivariate point distributions and chemical grouping of rocks. Journal of the International Association for Mathematical Geology, 7, 191–214. BROWER, J.C. (1984). The relative biostratigraphic values of fossils. Computers & Geosciences, 10, 111–132. 702 Bibliography

BROWER, J.C. and MILLENDORF, S.A. (1978). Biostratigraphic correlation within IGCP Project 148. Computers & Geosciences, 4, 217–220. BROWER, J.C., MILLENDORF, S.A. and DYMAN, T.S. (1978). Quantification of assemblage zones based on multivariate analysis of weighted and unweighted data. Computers & Geosciences, 4, 221–227. BROWER, J.C. and VEINUS, J. (1974). The statistical zap versus the shotgun approach. Journal of the International Association for Mathematical Geology, 6,311–332. BROWN, C.E. (1998). Applied multivariate statistics in geohydrology and related sciences. Berlin, Springer-Verlag. BROWN, F.H. (1995). ANSI-C routines for the estimation of the lognormal mean. Computers & Geosciences, 21, 1191–1199. BROWN, G.O. (2002). Henry Darcy and the making of a law. Water Resources Research, 38 (7), 11.1–11.12. BROWN, H.K. (1943). The resolution of boundary value problems by means of the finite Fourier transformation: General vibration of a string. Journal of Applied Physics, 14, 609–619. BROWN, M. (1924). The place of the teacher in a school health program. American Journal of Public Health, 14, 754–757. BROWN, R. (1828). A brief account of microscopical observations made in the months of June, July and August, 1827, on the particles contained in the pollen of plants; and on the general existence of active molecules in organic and inorganic bodies. The Philosophical Magazine and Journal, ser. 2, 4, 161–173. BROWN, R.D. (1977). A recursive algorithm for sequency-ordered Fast Walsh Transforms. IEEE Transactions on Computers, C-26, 819–822. BROWN, R.J. (1973). Slowness and azimuth at the Uppsala Array. Part I. Array calibration and event location. Pure and Applied Geophysics, 105, 759–769. BROWN, R.L., DURBIN, J. and EVANS, J.M. (1975). Techniques for testing the constancy of regression relationships over time. Journal of the Royal Statistical Society, ser B, 37, 149–163. BROWN, W.F. (1956). Minimum variance in gravity analysis. Part II. Two-dimensional. Geophysics, 21, 107–141. BROWN, W.M., GEDEON, T.D., GROVES, D.I. and BARNES, R.G. (2000). Artificial neural networks: a new method for mineral prospectivity mapping. Australian Journal of Earth Sciences, 47, 757–770. BRUCE, I. (2012). John Napier: Mirifici Logarithmorum Canonis Descriptio – & Constructio [translated and annotated by I. Bruce; online: http://www.17centurymaths.com/contents/ napiercontents.html]. BRUNTON, D.W. (1895). The theory and practice of ore sampling. Transactions of the American Institute of Mining Engineers, 25, 826–844. BRUTSAERT, W. (1968). The permeability of a porous medium determined from certain probability laws for pore size distribution. Water Resources Research, 4, 425–434. BRYAN, W.B., FINGER, L.W. and CHAYES, F. (1969). Estimating proportions in petrographic mixing equations by least-squares approximation. Science, 163, 926–927. BRZEZIŃSKI, A. (2012). On estimation of high frequency geophysical signals in Earth rotation by complex demodulation. Journal of Geodynamics, 62,74–82. BUCCIANTI, A. (2013). Is compositional data analysis a way to see beyond the illusion? Computers & Geosciences, 50, 165–173. BUCCIANTI, A., MATEU-FIGUERAS, G. and PAWLOWSKY-GLAHN, V. (eds.) (2006). Compo- sitional data analysis in the geosciences: From theory to practice. London, The Geological Society. 703 Bibliography

BUCHER, W.H. (1944). The stereographic projection, a handy tool for the practical geologist. Journal of Geology, 52, 191–212. BUCHHEIM, A. (1884). Proof of Professor Sylvester’s ‘Third Law of Motion’. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5, 18, 459–460. BUCHHOLZ, W. (1981). Origin of the word ‘Byte’. IEEE Annals of the History of Computing, 3, 72. BUCHHOLZ, W. (ed.) (1962). Planning a computer system. Project Stretch. New York, NY, McGraw-Hill. BUCK, S.W. et al [names not stated] (1973). Traverse gravimeter experiment. Final report. R-739 (NASA-CR-128948), Cambridge, MS, Charles Stark Draper Laboratory, Massachusetts Institute of Technology. BUFFON, G. (1777). Essai d’arithme´tique morale. Histoire naturelle, geńe´rale et particulière, avec la description du Cabinet du Roi [Essay on moral arithmetic. Natural history, general and specific, with a description of the Royal collection]. v. XXXIII (Suppléments IV. Servant de suite à l’Histoire Naturelle de l’Homme). Paris, L’Imprimerie Royale. BUGAETS, A.N., VOSTROKNUTOV, E.P. and VOSTROKNUTOVA, A.I. (1991). Artificial intelligence methods in geological forecasting. Mathematical Geology, 23,9–13. BUGRY, R. (1981). Computer contouring: An historical view. Bulletin of Canadian Petroleum Geology, 29, 209–214. BULAND, R. (1976). The mechanics of locating earthquakes. Bulletin of the Seismological Society of America, 66, 173–187. BULAND, R. (1986). Uniform reduction error analysis. Bulletin of the Seismological Society of America, 76, 217–230. BULLEN, K.E. (1947). An introduction to the theory of seismology. Cambridge, Cambridge Univer- sity Press. BULLEN, K.E. and BOLT, B.A. (1985). An introduction to the theory of seismology. 4 edn., Cambridge, Cambridge University Press. BUMSTEAD, H.A. and WHEELER, L.P. (1904). On the properties of a radioactive gas found in the soil and water near New Haven. American Journal of Science, ser. 4, 17,97–111. BURBANK, W.S. and HENDERSON, C.W. (1932). Geology and ore deposits of the Bonanza mining district, Colorado. United States Geological Survey Professional Paper 169, Washington, DC, United States Government Printing Office. BURCH, C.R. and MURGATROYD, P.N. (1971). Broken-line and complex frequency distributions. Journal of the International Association for Mathematical Geology, 3, 135–155. BURDON, D.J. and MAZLOUM, S. (1958). Some chemical types of groundwater from Syria. In: Salinity Problems in the Arid Zones, Proceedings of the Teheran Symposium, Paris, UNESCO, 73–90. BURG, J. (1961). Application of the Wiener filter theory to the design of seismic arrays. Journal of the Acoustical Society of America, 33, 1674. BURG, J.P. (1967). Maximum entropy spectral analysis. Proceedings of the 37th Meeting of the Society of Exploration Geophysicists, Oklahoma City, Oklahoma, 31 October 1967, pp. 34–41. In: CHILDERS, D.G. (ed.). (1978). Modern spectrum analysis. New York, NY, IEEE Press, 34–39. BURG, J.P. (1968). A new analysis technique for time series data. Paper given at: NATO Advanced Study Institute on signal processing with emphasis on underwater acoustics, 12–23 August 1968, Twente Institute of Technology, Enschede, The Netherlands. In: CHILDERS, D.G. (ed.). (1978). Modern spectrum analysis. New York, NY, IEEE Press, 42–48. BURG, J.P. (1975). Maximum entropy spectral analysis. Doctoral dissertation. Stanford Exploration Project Report no. 6, Stanford, CA, Stanford Exploration Project, Stanford University (online: http://sepwww.stanford.edu/data/media/public/oldreports/sep06/). 704 Bibliography

BURGES, C.J.C. (1998). A tutorial on support vector machines for pattern recognition. Data Mining and Knowledge Discovery, 2, 121–167. BURGESS, T.M. and WEBSTER, R. (1986). A computer program for evaluating risks in constructing choropleth maps by point sampling along transects. Computers & Geosciences, 12, 107–127. BURK, C.F. (ed.) (1975). Computer-based systems for geological field data. An international state- of-the-art review for 1973 conducted by COGEODATA. Geological Survey of Canada Paper 74-63, Ottawa, Geological Survey of Canada. BURK, F. (1988). Lebesgue measure and integration. An introduction. New York, NY, John Wiley & Sons. BURK, F.E. (2007). A garden of integrals. The Dolciani Mathematical Expositions v. 31. Washington, DC, The Mathematical Association of America. BURKE, H.E. (1953). A survey of analog-to-digital converters. Proceedings of the IRE, 41, 1455–1462. BURMA, B.H. (1948). Studies in quantitative paleontology, I. Some aspects of the theory and practice of quantitative invertebrate paleontology, Journal of Paleontology, 22, 725–761. BURMA, B.H. (1949). Studies in quantitative paleontology. II. Multivariate analysis – a new analytical tool for paleontology and geology, Journal of Paleontology, 23,95–103. BURMA, B.H. (1953). Studies in quantitative paleontology. III. An application of sequential analysis to the comparison of growth stages and growth series. The Journal of Geology, 61, 533–543. BURNABY, T.P. (1970). On a method for character weighting a similarity coefficient, employing the concept of information. Journal of the International Association for Mathematical Geology, 2, 25–38. BURNS, K.L. (1975). Analysis of geological events. Journal of the International Association for Mathematical Geology, 7, 295–321. BURR, I. W. (1942). Cumulative frequency functions. The Annals of Mathematical Statistics, 13, 215–232. BURROUGH, P.A., VAN GAANS, P.F.M. and HOOTSMANS, R. (1997). Continuous classification in soil survey: spatial correlation, confusion and boundaries. Geoderma, 77,115–135. BURT, P.J. and ADELSON, E.H. (1983). The Laplacian pyramid as a compact image code. IEEE Transactions on Communication, COM-31, 532–540. BUTCHER, J.C. (2003). Numerical methods for ordinary differential equations. Chichester, John Wiley & Sons. BUTLER, B.S., LOUGHLIN, G.F. and HEIKES, V.C. (1920). The ore deposits of Utah. United States Geological Survey Professional Paper 111, Washington, DC, United States Government Printing Office. BUTLER, J.C. (1975). Occurrence of negative open variances in ternary systems. Journal of the International Association for Mathematical Geology, 7,31–45. BUTLER, J.C. (1978). Visual bias in R-mode dendrograms due to the effect of closure. Journal of the International Association for Mathematical Geology, 10, 243–252. BUTLER, J.C. (1979). Trends in ternary variation diagrams – fact or fantasy? American Mineralo- gist, 64,1115–1121. BUTLER, J.C. (1987). Survey of membership of the IAMG and MGUS – 1986. Computers & Geosciences, 13, 313–315. BUTLER, R. (1988). Shear wave properties of marine sediments derived from cepstral analysis of background noise. Geophysical Research Letters, 15, 836–839, 215–240. BUTLER, R.J., BARRETT, P.M., PENN, M.G. and KENRICK, P. (2010). Testing coevolutionary hypotheses over geological timescales: interactions between Cretaceous dinosaurs and plants. Biological Journal of the Linnaean Society, 100,1–15. 705 Bibliography

BUTTERWORTH, S. (1930). On the theory of filter amplifiers. Wireless Engineer, 7, 536–541. BUTTKUS, B. (1991). Spektralanalyse und Filtertheorie in der angewandten Geophysik. Berlin, Springer-Verlag. BUTTKUS, B. (2000). Spectral analysis and filter theory in applied geophysics [translated by C NEWCOMB]. . Berlin, Springer-Verlag. BUTTRAM, F. (1914). The Cushing oil and gas field, Oklahoma. Bulletin 18, Norman, OK, Oklahoma Geological Survey. BUYS BALLOT, C. H. D. (1847). Les changements pe´riodiques de tempe´rature [Periodical changes of temperature]. Utrecht, Broese Kemink. BUZAS, M.A. (1968). On the spatial distribution of foraminifera. Contributions of the Cushman Foundation for Foraminiferal Research, 19,1–11. CABALAR, A.F. and CEVIK, A. (2009). Modelling damping ratio and shear modulus of sand-mica mixtures using neural networks. Engineering Geology, 104,31–40. CACECI, M.S. and CACHERIS, W.P. (1984). Fitting curves to data (the Simplex algorithm is the answer). Byte, 9, 340–362. CAERS, J. (2003). History matching under a training image-based geological model constraint. Society of Petroleum Engineers Journal, 8, 218–226. CAERS, J., BEIRLANT, J. and MAES, M.A. (1999a). Statistics for modeling heavy tailed distributions in geology: Part I. Methodology. Mathematical Geology, 31, 391–410. CAERS, J., BEIRLANT, J. and MAES, M.A. (1999b). Statistics for modeling heavy tailed distributions in geology: Part II. Applications. Mathematical Geology, 31,411–434. CAERS, J. and HOFFMAN, T. (2006). The probability perturbation method: A new look at Bayesian inverse modelling. Mathematical Geology, 38,81–100. CAERS, J., VYNCKIER, P., BEIRLANT, J. and ROMBOUTS, L. (1996). Extreme value analysis of diamond-size distributions. Mathematical Geology, 28,25–43. CAGNIARD, L. (1939). Re´flexion et re´fraction des ondes sismiques progressives. Paris, Gauthier- Villars. CAGNIARD, L. (1962). Reflection and refraction of progressive seismic waves [translated by E.A. FLINN and C.H. DIX]. New York, NY, McGraw-Hill. CAJORI, F. (1911). Historical note on the Newton-Raphson method of approximation. American Mathematical Monthly, 18,29–32. CALINGAERT, G. and DAVIS, D.S. (1925). Pressure-temperature charts – extended ranges. Indus- trial and Engineering Chemistry, 17, 1287–1288. CALTENCO, J.H., LÓPEZ-BONILLA, J., MORALES, J. and PÉREZ-TERUEL, G.R. (2014). Polynomial solutions of differential equations. The SciTech, International Journal of Engineering Sciences, 2,73–79. CALVO, A.M. (2013). Estimates and bootstrap calibration for functional regression with scalar response. Doctoral dissertation, Departamento de Estatística e Investigación Operativa, Universidade de Santiago de Compostela, Spain [online: http://minerva.usc.es/bitstream/10347/ 8159/1/rep_427.pdf] CAMERON, G.W., ELLIOTT, B.E. and RICHARDSON, K.A. (1976). Effects of line spacing on contoured airborne Gamma-ray spectrometry data. In: Exploration for uranium ore deposits. Proceedings of a symposium: Vienna, 29 March–2 April, 1976. Vienna, International Atomic Energy Agency, 81–92. CAMERON, K.L., CAMERON, D.D. and KELLEHER, P.C. (1988). Producing geological illustrations using PC-based computer-aided drafting. Computers & Geosciences, 14, 291–297. CAMERON, M.A. and HUNT, J.W. (1985). A model for the statistical distribution of microlithotypes in coal. Journal of the International Association for Mathematical Geology, 17, 267–285. 706 Bibliography

CAMINA, A.R. and JANACEK, G.J. (1984). Mathematics for seismic data processing and interpretation. London, Graham and Trotman. CAMP, C.C. (1933). A new method for finding the numerical sum of an infinite series. The American Mathematical Monthly, 40, 537–542. CAMPBELL, A.N., HOLLISTER, V.F., DUDA, R.O. and HART, P.E. (1982). Recognition of a hidden mineral deposit by an artificial intelligence program. Science, 217, 927–929. CAMPBELL, G.A. (1922). Physical theory of the electric wave-filter. Bell System Technical Journal, 1 (2), 1–32. CAMPBELL, K. (1988). Bootstrapped models for intrinsic random functions. Mathematical Geol- ogy, 20, 699–715. CAMPBELL, N.A. (1980). Robust procedures in multivariate analysis. Robust covariance estimation. Applied Statistics, 29, 231–237. CAMPBELL, N.A. (1982). Robust procedures in multivariate analysis. II. Robust canonical multivariate analysis. Applied Statistics, 31,1–8. CAMPBELL, N.A. and ATCHLEY, W.R. (1981). The geometry of canonical variate analysis. Systematic Zoology, 30, 268–280. CAMPBELL, N.A. and REYMENT, R.A. (1978). Discriminant analysis of a Cretaceous foraminifer using shrunken estimators. Journal of the International Association for Mathematical Geology, 10, 347–359. CAMPBELL, S. (2005). Signatures from marine airgun source library. In: Acquisition Report. M/V Orient Explorer. Shearwater 3D & 2D survey, Victoria, Australia. PGS Job number 2005120, Singapore, PGS Geophysical & Origin Energy Resources Ltd. [online: http://www.mrt.tas.gov.au/ mrtdoc/petxplor/ download/OR_0718/Shearwater2Dand3DSeismicSurveyAcquisitionReport. pdf]. CANNING, R.G. (1956). Electronic data processing for business and industry. Hoboken, NJ, John Wiley & Sons. CANTOR, G. (1874). Über eine Eigenschaft des Inbegriffes aller reellen algebraischen Zahlen [On a property of the collection of all real algebraic numbers]. Journal fur€ die reine und angewandte Mathematik, 77, 258–262. CANTOR, G. (1883). Grundlagen einer allgemeinen Mannigfaltigkeitslehre [Foundation of a general theory of manifolds.]. Mathematische Annalen, 21, 545–586. CANTOR, G. (1884). De la puissance des ensembles parfaits de points [The power of perfect sets of points.]. Acta Mathematica, 4, 381–392. CANTOR, G. (1895). Beiträge zur Begründung der transfiniten Mengenlehre [Contribution in support of transfinite set theory] 1. Mathematische Annalen, 46, 481–512. CANTOR, G. (1897). Beiträge zur Begründung der transfiniten Mengenlehre [Contribution in support of transfinite set theory] 2. Mathematische Annalen, 49, 207–246. CANTOR, G. (1915). Contributions to the founding of the theory of transfinite numbers by Georg Cantor [translated by P.E.B JOURDAIN]. . Chicago, IL, Open Court Publishing. CAPON, J. (1969). High-resolution frequency-wavenumber spectrum analysis. Proceedings of the IEEE, 57, 1408–1418. CAPON, J. (1973). Signal processing and frequency-wavenumber spectrum analysis for a large aperture seismic array. In: BOLT, B.A. (ed.). Methods in Computational Physics 13. London, Academic Press, 2–59. CAPORALE, P. (1933). Note on nonlinearity in transducers used in communication. Proceedings of the Institute of Radio Engineers, 21, 1029–1038. CAPORALI, A. (2003). Average strain rate in the Italian crust inferred from a permanent GPS network – 1. Statistical analysis of the time-series of permanent GPS stations. Geophysical Journal International, 155, 241–253. 707 Bibliography

CARDANO, G. (1663). Liber de ludo aleae [Book on games of chance]. In: SPON, C. (ed.). Hieronymi Cardani. Opera omnia. Lyon, J.A. and Huguetan M.A. Ravaud, v. 1, 262–276. CARDER, D.S. (1963). The requirements of a high-sensitivity seismic station. VESIAC State-of-the- art report, Ann Arbor, MI, Acoustics and Seismic Laboratory, University of Michigan [online: http://deepblue.lib.umich.edu/bitstream/handle/2027.42/4014/bab9778.0001.001.txt? sequence¼4]. CARDER, K.L., BEARDSLEY, G.F., Jr. and PAK, H. (1971). Particle size distributions in the Easter Equatorial Pacific. Journal of Geophysical Research, 76, 5070–5077. CARDIFF, M. and KITANDIS, P.K. (2009). Bayesian inversion for facies detection: An extensible level set framework. Water Resources Research, 45(10), W10416 [online: http://dx.doi.org/10. 1029/ 2008WR007675]. CARGILL, S.M., MEYER, R.F., PICKLYK, D.D. and URQUIDI, F. (1977). Summary of resource assessment methods resulting from the International Geological Correlation Program Project 98. Journal of the International Association for Mathematical Geology, 9,211–220. CARLE, S.F. and FOGG, G.E. (1996). Transition probability-based indicator geostatistics. Mathe- matical Geology, 28, 453–476. CARLSON, M. (2006). Practical reservoir simulation. Using, assessing, and developing results. Tulsa, OK, PennWell Corporation. CARNAHAN, B., LUTHER, H.A. and WILKES, J.O. (1969). Applied numerical methods. New York, NY, John Wiley & Sons. CARR, J.R. (1990). Rapid solution of kriging equations, using a banded Gauss elimination algorithm. Geotechnical and Geological Engineering, 8, 393–399. CARR, J.R. and MYERS, D.E. (1985). COSIM: A FORTRAN IV program for co-conditional simulation. Computers & Geosciences, 11, 675–705. CARR, J.R. and MYERS, D.E. (1990). Efficiency of different equation solvers in cokriging. Computers and Geosciences, 16, 705–716. CARR, J.R., MYERS, D.E. and GLASS, C.E. (1985). Cokriging – a computer program. Computers & Geosciences, 11, 111–127. CARR, J.R. and PREZBINDOWSKI, R.A. (1986). An application of coconditional simulation for petroleum exploration. Computers & Geosciences, 12 (4B), 477–483. CARR, T.R., MERRIAM, D.F. and BARTLEY, J.D. (2005). Use of relational databases to evaluate regional petroleum accumulation, groundwater flow, and CO2 sequestration in Kansas. AAPG Bulletin, 89, 1607–1627. CARR, W.G. (1981). Section potential maps – an exploration tool. Bulletin of Canadian Petroleum Geology, 29, 241–249. CARRANZA, E.J.M. (2009). Geochemical anomaly and mineral prospectivity mapping in GIS. Handbook of Exploration and Environmental Geochemistry. v. 11. Amsterdam, Elsevier. CARRANZA, E.J.M. and LABORTE, A.G. (2015). Random forest predictive modeling of mineral prospectivity with small number of prospects and data with missing values in Abra (Philippines). Computers & Geosciences, 74,60–70. CARRIER, W.D. (1973). Lunar soil grain size distribution. The Moon, 6, 250–263. CARRIER, W.D. (2003). Particle size distribution of lunar soil. Journal of Geotechnical and Geoenvironmental Engineering, 129, 956–959. CARROLL, R.J., RUPPERT, D., STEFANSKI, L.A. and CRAINICEANU, C.M. (2006). Measure- ment error in nonlinear models: A modern perspective. Monographs on statistics and applied probability v. 105. 2nd edn., Boca Raton, FL, Chapman and Hall/CRC Press. CARROLL, R.J. and SPIEGELMANN, C.H. (1992). Diagnostics for nonlinearity and heteroscedacity in errors-in-variables regression. Technometrics, 32, 186–196. 708 Bibliography

CARSOLA, A.J. (1954). Recent marine sediments from Alaskan and Northwest Canadian Arctic. AAPG Bulletin, 38, 1552–1586. CARSON, J.R. (1922). Notes on the theory of modulation. Proceedings of the Institute of Radio Engineers, 10,57–64. CARTER, A., BRISTOW, C.S. and HURFORD, A.J. (1995). The application of fission track analysis to the dating of barren sequences: examples from red beds in Scotland and Thailand. In: DUNAY, R.E. and HAILWOOD, E.A. (eds.). Non-biostratigraphical methods of dating and correlation. Geological Society Special Publication 89. London, The Geological Society, 57–68. CASADEVALL, T.J. (ed.) (1994). Volcanic ash and aviation safety: Proceedings of the First International Symposium on volcanic ash and aviation safety [Seattle, Washington, July 8–12, 1991]. United States Geological Survey Bulletin. 2047. Denver, CO, United States Government Printing Office. CASELLA, G. and GEORGE, E.I. (1992). Explaining the Gibbs sampler. American Statistician, 46, 167–174. CASSANO, E. and ROCCA, F. (1973). Multichannel linear filters for optimum rejection of multiple reflections. Geophysics, 38, 1053–1061. CASSINI, J. (1718). De la grandeur de la Terre et de sa figure [On the size of the Earth and its figure]. Me´moires de Mathe´matique et de Physique de l’Acade´mie royale des sciences, 1718, 245–256. CASSINI, J. (1720). De la grandeur et de la figure de la Terre [On the size and figure of the Earth]. Paris, L’Imprimerie Royale. CASSINIS, R. (ed.) (1981). The solution of the inverse problem in geophysical interpretation. Proceedings of the Third Course of the International School of Applied Geophysics, held March 27–April 4, 1980, Erice, Sicily. Ettore Majorana International Science Series, v. 11. New York, NY, Plenum Press. CASTILLO, E. and HADI, A.S. (1997). Fitting the generalised Pareto distribution to data. Journal of the American Statistical Association, 92, 1609–1620. CASTILLO-MUÑOZ, R. and HOWARTH, R.J. (1976). Application of the empirical discriminant function to regional geochemical data from the United Kingdom. Bulletin of the Geological Society of America, 87, 1567–1581. CASTRIGIANO, D.P.L. and HAYES, S.A. (2003). Catastrophe theory. 2nd edn., Boulder, CO, Westview Press. CATERINA, D., HERMANS, T and NGUYEN, F. (2014). Case studies of incorporation of prior information in electrical resistivity tomography: comparison of different approaches. Near Sur- face Geophysics, 12, 451–465. CATHLES, L.M. (1979). Predictive capabilities of a finite difference model of copper leaching in low grade industrial sulfide waste dumps. Journal of the International Association for Mathematical Geology, 11, 175–191. CAUCHY, A.-L. (1815). Mémoire sur les fonctions qui ne peuvent obtenir que deux valeurs égales et de signes contraires par suite des transpositions opérées entre les variables qu’elles renferment [Note on functions that can only take two equal and opposite values.]. Journal de l’École Polyte´ chnique, 17 (10). CAUCHY, A.-L. (1821). Cours d’Analyse de l’École Royale Polytećhnique. 1er partie. Analyse Alge´ brique [Analysis course of the Royal Polytechnic School. Part 1. Algebraic analysis]. Paris, L’Imprimerie Royale. CAUCHY, A.-L. (1823). Recherches sur l'equilibre et le mouvement intérieur des corps solides ou fluides, élastiques ou non-élastiques [Researches on the equilibrium and interior movement of solid, fluid, elastic or inelastic bodies]. Bulletin des sciences par la Socie´te´ Philomatique de Paris, new ser., 1823,9–13. 709 Bibliography

CAUCHY, A.-L. (1825). Memoire sur les inte´grales de´finies: prises entre des limites imaginaires [Note on definite integrals: taken between imaginary limits]. Paris, Bures Freres. CAUCHY, A.-L. (1827). Exercices de mathe´matiques. Seconde anneé [Mathematical practice. Year 2]. Paris, Gauthier-Villars. CAUCHY, A.-L. (1843). Rapport sur un memoir de M. Laurent qui a pour titre: Extension du théorème de M. Cauchy relatif à la convergence du développement d'une fonction suivant les puissances ascendantes de la variable x [Report on a memoir by M. Laurent]. Comptes rendus hebdomadaires des Seánces de l’Acade´mie des Sciences, Paris, 17, 938–940. CAUCHY, A.-L. (1853). Mémoire sur l'évaluation d'inconnues déterminées par un grand nombre d’équations approximatives du premier degree [Note on the evaluation of unknowns determined by a large number of approximate equations of the first degree]. Comptes Rendus de l’Acade´mie des Sciences, Paris, 36, 1114–1122. CAUMON, G., COLLON-DROUAILLET, P., LE CARLIER DE VESLUD, C., SAUSSE, J. and VISEUR, S. (2009). Surface-based 3D modeling of geological structures. Mathematical Geology, 41, 927–945. CAUMON, G., LEPAGE, F., SWORD, C.H. and MALLET, J.-L. (2004). Building and editing a sealed geological model. Mathematical Geology, 36, 405–424. CAVALLI-SFORZA, L.L. and EDWARDS, A.W.F. (1967). Phylogenetic analysis. Models and estimation procedures. American Journal of Human Genetics, 19, 233–257. CAYLEY, A. (1846). Mémoire sur les hyperdéterminants [Note on hyper-determinants]. Journal fur€ die reine und angewandte Mathematik, 30,1–37. CAYLEY, A. (1849). Ces déterminants peuve être nommés ‘gauches et symmétriques’ [These determinants can be called ‘left and symmetrical’]. Journal fur€ die reine und angewandte Mathematik, 38,93–96. CAYLEY, A. (1857). A memoir on the theory of matrices [Abstract]. Proceedings of the Royal Society of London, 9, 100–101. CAYLEY, A. (1858). A memoir on the theory of matrices. Philosophical Transactions of the Royal Society, London, 148,17–37. CAYLEY, A. (1879). Function. In: Encyclopaedia Britannica, v. 9. 9th edn., Edinburgh, A. & C. Black, 818–824. CEBRIÁ, J.M. and LÓPEZ-RUIZ, J. (1992). TRAZAS: A program for trace-element modeling of igneous processes. Computers & Geosciences, 18, 689–696. CELENK, O., CLARK, A.L, DE VLETTER, D.R, GARRETT, R.G. and VAN STAALDVINEN, C. (1978). Workshop on abundance estimation. Journal of the International Association for Mathe- matical Geology, 10, 473–480. CELLUCCI, C.J., ALBANO, A.M. and RAPP, P.E. (2003). Comparative study of embedding methods. Physical Review, E67 (6, pt. 2), 066210.1–13. ČERNÝ, V. (1985). Thermodynamical approach to the traveling salesman problem: An efficient simulation algorithm. Journal of Optimization Theory and Applications, 45,41–51. CERUZZI, P.E. (1998). A history of modern computing. Cambridge, MS, MIT Press. ČERVENÝ, V. (1972). Seismic rays and ray intensities in inhomogeneous anisotropic media. Geophysical Journal of the Royal Astronomical Society, 29,1–13. ČERVENÝ, V. and RAVINDRA, R. (1971). Theory of seismic head waves. Toronto, University of Toronto Press. CGIS DEVELOPMENT GROUP (1970–72). Canada Geographic Information System [system documentation, 4 vols.]. Ottawa, Information Systems Branch, Department of Regional Economic Expansion. CHADHA, D.K. (1999). A proposed new diagram for geochemical classification of natural waters and interpretation of chemical data. Hydrogeology Journal, 7, 431–439. 710 Bibliography

CHAEL, E.P. and ANDERSON, D.L. (1982). Global Q estimates from antipodal Rayleigh waves. Journal of Geophysical Research, 87, B2840–B2850. CHAKRABORTY, A. and OKAYA, D. (1995). Frequency-time decomposition of seismic data using wavelet-based methods. Geophysics, 60, 1906–1916. CHAMBERLIN, A.C. and TURNER, F.M. (1952). Errors and variations in white cell counts. Biometrika, 8,55–65. CHAMBERLIN, R.T. (1910). The Appalachian folds of central Pennsylvania. The Journal of Geology, 18, 228–251. CHAMBERS, J.M. and HASTIE, T. (eds.) (1993). Statistical models in S. Pacific Grove, CA, Wadsworth and Brooks/Cole. CHAMBERS, J.M.; CLEVELAND, W.S., KLEINER, B. and TUKEY, P.A. (1983). Graphical methods for data analysis. Belmont, CA , Wadsworth International. CHAN, T.M. (1996). Optimal output-sensitive convex hull algorithms in two and three dimensions. Discrete and Computational Geometry, 16, 361–368. CHAND, D.R. and KAPUR, S.S. (1970). An algorithm for convex polytopes. Journal of the ACM, 17,78–86. CHANG, H.K.-C. and TSO, C.-K. (1996). A breadth-first quadtree coding scheme for multicolored spatial data. Computers & Geosciences, 22, 139–148. CHAO, L.-Y. (1985). FORTRAN-V programs for contouring point density on Pi-diagrams using a microcomputer. Computers & Geosciences, 11, 647–657. CHAPMAN, C.H. (1978). A new method for computing synthetic seismograms. Geophysical Journal of the Royal Astronomical Society, 54, 481–518. CHAPMAN, C.H. (1987). The Radon transform and seismic tomography. In: NOLET, G. (ed.). Seismic tomography. Dordrecht, D. Reidel, 25–47. CHAPMAN, S. (1915). The lunar diurnal magnetic variation, and its change with lunar distance. Philosophical Transactions of the Royal Society, London, ser. A, 215, 161–176. CHAPMAN, S. (1928). The lunar atmospheric tide at Helwan, Madras and Mexico. Memoirs of the Royal Meteorological Society, London, 2, 153–160. CHAPMAN, S. and BARTELS, J. (1940). Geomagnetism. II. Analysis of the data and physical theories. Oxford, Clarendon Press. CHAPMAN, S. and GUBBINS, D. (2004). Time series analysis and inverse theory for geophysicists. Cambridge, Cambridge University Press. CHAR, B.W., GEDDES, K.O., GENTLEMAN, W.M. and GONNET, G.H. (1983). The design of Maple: A compact, portable and powerful computer algebra system. In: VAN HULZEN, J.A. (ed.). Computer Algebra (Proceedings of EUROCAL ’83). Lecture Notes in Computer Science 162. Berlin, Springer-Verlag, 101–115. CHATFIELD, C. and PEPPER, M.P.G. (1971). Time-series analysis: An example from geophysical data. Journal of the Royal Statistical Society. ser. C. Applied statistics, 20, 217–238. CHATTERJEE, S. and HADI, A.S. (1986). Influential observations, high leverage points, and outliers in regression. Statistical Science, 1, 379–416. CHAVES, H. (1993). Characteristic analysis as an oil exploration tool. In: DAVIS, J. and HERZFELD, J.C. (eds.). Computers in geology – 25 years of progress. Oxford, Oxford University Press, 99–112. CHÁVEZ-GARCIA, F.J., RAMOS-MARTÍNEZ, J. and ROMERO-JIMÉNEZ, E. (1995). Surface- wave dispersion analysis in Mexico City. Bulletin of the Seismological Society of America, 85, 1116–1126. CHAYES, F. (1946). Application of the coefficient of correlation to fabric diagrams. EOS Transactions of the American Geophysical Union, 27, 400–405. 711 Bibliography

CHAYES, F. (1948). A petrographic criterion for the possible replacement origin of rocks. American Journal of Science, 246, 413–440. CHAYES, F. (1949). On correlation in petrography. Journal of Geology, 57, 239–254. CHAYES, F. (1956). Petrographic modal analysis. New York, NY, John Wiley & Sons. CHAYES, F. (1960). On correlation between variables of constant sum. Journal of Geophysical Research, 65, 4185–4193. CHAYES, F. (1962). Numerical correlation and petrographic variation. Journal of Geology, 70, 440–452. CHAYES, F. (1967). On the graphical appraisal of the strength of association in petrographic variation diagrams. In: ABELSON, P.H. (ed.). Researches in geochemistry, 2. New York, NY, John Wiley & Sons, 322–339. CHAYES, F. (1970). On locating field boundaries in simple phase diagrams by means of discriminant functions. In: ROMANOVA, M.A. and SARMANOV, O.V. (ed.). Topics in mathematical geology. New York, NY, Springer-Verlag, 85–92. CHAYES, F. (1971). Ratio correlation. Chicago, University of Chicago Press. CHAYES, F. (1972). Effect of proportion transformation on central tendency. Journal of the Interna- tional Association for Mathematical Geology, 4, 269–270. CHAYES, F. (ed.). (1983a). Igneous petrology database – Design and development. Computers & Geosciences, 9, 485–556. CHAYES, F. (1983b). A FORTRAN decoder and evaluator for use at operation time. Computers & Geosciences, 9, 537–549. CHAYES, F. (1983c). Detecting nonrandom associations between proportions by tests of remaining- space variables. Journal of the International Association for Mathematical Geology, 15, 197–206. CHAYES, F. and FAIRBAIRN, H.W. (1951). A test of the precision of thin-section analysis by point counter. American Mineralogist, 36, 704–712. CHAYES, F. and KRUSKAL, W. (1966). An approximate statistical test for correlations between proportions. Journal of Geology, 74, 692–702. CHAYES, F. and TROCHIMCZYK, J. (1978). An effect of closure on the structure of principal components. Journal of the International Association for Mathematical Geology, 10, 323–334. CHEB-TERRAB, E.S., COOPER, J. and WILSON, B.W. (2008). General mathematical software tools in geophysics [Canadian Society of Exploration Geophysicists] Recorder, 33,58–59. CHEBYSHEV, P.L. (1855). O nepreryvnyukh drobyakh [On continued fractions]. Uchennye zapiski Akademii Nauk po pervomu i tretemu otdlenyam, 3, 636–664. CHEBYSHEV, P.L. (1858). Sur les fractions continues [On continued fractions; translated by I.-J. BIENAYMÉ]. Journal de mathe´matiques pures et appliqueés, ser. 2, 3 (for 1855), 289–323. CHEBYSHEV, P.L. (1867a). O srednih veličinah [On average values]. Matematicheskii Sbornik, 2 (2), 1–9. CHEBYSHEV, P.L. (1867b). Des valeurs moyennes [On average values; translated by N. DE KHANIKOF]. Liouville's Journal de Mathe´matiques Pures et Appliqueés, ser. 2, 12, 177–184. CHEENEY, R.F. (1983). Statistical methods in geology. London, George Allen & Unwin. CHEETHAM, A.H. and HAZEL, J.E. (1969). Binary (presence/absence) similarity coefficients. Journal of Palaeontology, 43, 1130–1136. CHEN, C., HARDLE, W. and UNWIN, A. (eds.) (2008). Handbook of data visualisation. Springer Handbooks of Computational Statistics. Berlin, Springer-Verlag. CHEN, H.-C. and FANG, J.H. (1986). A heuristic search method for optimal zonation of well logs. Mathematical Geology, 18, 489–500. CHEN, J., KRAVCHINSKY, V.A. and LIU, X. (2015). The 13 million year Cenozoic pulse of the Earth. Earth and Planetary Science Letters, 431, 256–263. 712 Bibliography

CHEN, T.C. (1967). A description of the ILLIAC IV [Unpublished internal memorandum], Menlo Park, CA, IBM (Advanced Computing Systems) [http://bitsavers.informatik.uni-stuttgart.de/pdf/ univOfIllinoisUrbana/illiac/ILLIAC_IV/A_Description_of_the_ILLIAC_IV_May67.pdf.] CHEN, T.C. and ALSOP, L.E. (1979). Reﬂection and transmission of obliquely incident Rayleigh waves at a vertical discontinuity between two welded quarter-spaces. Bulletin of the Seismological Society of America, 69, 1409–1423. CHENG, C.L. and VAN NESS, J.W. (1999). Statistical regression with measurement error. Kendall’s Library of Statistics, v. 6. London, Arnold. CHENG, N. and HOUSE, L. (1996). Minimum traveltime calculation in 3-D graph theory. Geophys- ics, 61, 1895–1898. CHENG, Q. (1994). Multifractal modeling and spatial analysis with GIS: gold mineral potential estimation in the Mitchell-Sulphurets area, northwestern British Columbia. Doctoral dissertation, Ottawa, University of Ottawa. CHENG, Q. (1997). Multifractal modelling and lacunarity analysis. Mathematical Geology, 29, 919–932. CHENG, Q. (1999). Multifractality and spatial statistics. Computers & Geosciences, 25, 949–961. CHENG, Q. (2008). Modelling local scaling properties for multiscale mapping. Vadose Zone journal, 7, 525–532. CHENG, Q. and AGTERBERG, F.P. (2009). Singularity analysis of ore-mineral and toxic trace elements in stream sediments. Computers & Geosciences, 35, 234–244. CHENG, Q., AGTERBERG, F.P. and BALLANTYNE, S.B. (1994). The separation of geochemical anomalies from background by fractal methods. Journal of Geochemical Exploration, 51, 109–130. CHENG, Q., XU, Y. and GRUNSKY, E. (2001). Multifractal power spectrum-area method for geochemical anomaly separation. Natural Resources Research, 9,43–51. CHENG, R. T.-S. and HODGE, D.S. (1976). Finite-element method in modeling geologic transport processes. Journal of the International Association for Mathematical Geology, 8,43–56. CHENOWETH, P.A. (1952). Statistical methods applied to Trentonian stratigraphy in New York. Bulletin of the Geological Society of America, 68, 521–560. CHERNOFF, H. (1973). The use of faces to represent points in K-dimensional space graphically. Journal of the American Statistical Association, 68, 361–368. CHERRY, N., SHAIK, K., MCDONALD, C. and CHOWDHURY, Z. (2010). Manganese, arsenic, and infant mortality in Bangladesh: An ecological analysis. Archives of Environmental and Occupational Health, 65, 148–153. CHIAO, L.-Y. (1985). FORTRAN-V program for contouring point density on Pi-diagrams using a microcomputer. Computers & Geosciences, 11, 647–657. CHIAO, L.-Y. and KUO, B.-Y. (2001). Multiscale seismic tomography. Geophysical Journal Inter- national, 145, 517–527. CHIB, S. and GREENBERG, E. (1995). Understanding the Metropolis-Hastings algorithm. Ameri- can Statistician, 49, 327–336. CHIEN, Y. and FU, K-S. (1966). A modiﬁed sequential recognition machine using time-varying stopping boundaries. IEEE Transactions on Information Theory, 12, 206–214. CHILD, J.M. (1920). The early mathematical manuscripts of Leibniz, translated from the Latin texts published by Carl Immanuel Gerhardt with critical and historical notes. London, Open Court Publishing. CHILÈS, J.P. (1988). Fractal and geostatistical methods for modelling of a fracture network. Mathematical Geology, 20, 631–654. 713 Bibliography

CHILLINGWORTH, D.R.J. and FURNESS, P. (1975). Reversals of the Earth’s magnetic field. In: MANNING, A. (ed.). Dynamical Systems – Warwick 1974. Lecture Notes in Mathematics 468. Berlin, Springer-Verlag, 91–98. CHIN, S.-T. (1991). Bandwidth selection for kernel density estimation. Annals of Statistics, 19, 1528–1546. CHIU, W.K. and LEUNG, M.P. (1981). A graphical method for estimating the parameters of a truncated normal distribution. Journal of Quality Technology, 13,42–45. CHOI, S.-S., CHA, S.-H. and TAPPERT, C.C. (2010). A survey of binary similarity and distance measures. Journal of Systemics, Cybernetics and Informatics, 8,43–48. CHORK, C.Y. (1990). Unmasking multivariate anomalous observations in exploration geochemical data from sheeted-vein tin mineralisation near Emmaville, N.S.W., Australia. Journal of Geo- chemical Exploration, 37, 205–223. CHORK, C.Y. (1991). An assessment of Least Median Squares regression in exploration geochemistry. Journal of Geochemical Exploration, 41, 325–340. CHORK, C.Y. and CRUIKSHANK, B.I. (1984). Statistical map analysis of regional stream sediment data from Australia. Journal of Geochemical Exploration, 21, 405–419. CHORK, C.Y. and GOVETT, G.J.S. (1979). Interpretation of geochemical soil surveys by block averaging. Journal of Geochemical Exploration, 11,53–71. CHORK, C.Y. and ROUSSEEUW, P.J. (1992). Integrating a high-breakdown option into discriminant analysis in exploration geochemistry. Journal of Geochemical Exploration, 43, 191–203. CHORLEY, R.J., MALM, D.E.C. and POGORZELSKI, H.A. (1957). A new standard for measuring drainage basin shape. American Journal of Science, 255, 138–141. CHOU, C.W. and BOOKER, J.R. (1979). A Backus-Gilbert approach to inversion of travel-time data for three-dimensional velocity structure. Geophysical Journal of the Royal Astronomical Society, 59, 325–344. CHRISMAN, N.R. (2006). Charting the unknown: How computer mapping at Harvard became GIS. Redlands, CA, Environmental Systems Research Institute Press. CHRISTAKOS, G. (1990). A Bayesian/maximum-entropy view to the spatial estimation problem. Mathematical Geology, 22, 763–776. CHRISTAKOS, G. (2000). Modern spatiotemporal geostatistics. International Association for Mathematical Geology Studies in Mathematical Geology. v. 6. Oxford, Oxford University Press. CHRISTENSEN, N.B. (1990). Optimised fast Hankel transform filters. Geophysical Prospecting, 38, 545–568. CHRISTENSEN, N.I. (1984). The magnitude, symmetry and origin of upper mantle anisotropy based on fabric analyses of ultramafic tectonites. Geophysical Journal International, 76,89–111. CHRISTIAN, B.E. (1991). Utilization of satellite geoidal anomalies for computer analysis of geophysical models. In: GEYER, R.A. (ed.). Handbook of geophysical exploration at sea. Hydrocarbons. 2nd edn., Boca Raton, FL, CRC Press, 1–34. CHRISTIANSEN, C., BLAESILD, P. and DALSGAARD, K. (1984). Re-interpreting ‘segmented’ grain-size curves. Geological Magazine, 121,47–51. CHRISTOPHERSON, N. and HOOPER, R.P. (1992). Multivariate analysis of stream water chemical data: the use of principal components analysis for the end-member mixing problem. Water Resources Research, 28,99–107. CHUNG, C.-J.F. (1981). Application of the Buffon needle problem and its extensions to parallel-line search sampling scheme. Journal of the International Association for Mathematical Geology, 13, 371–390. CHUNG, C.-J.F. (1988). Confidence bands for the distribution and quantile functions for truncated and randomly censored data. In: CHUNG, C.F., FABBRI, A.G. and SINDING-LARSEN, R. (eds.). Quantitative analysis of mineral and energy resources. Proceedings of the NATO 714 Bibliography

Advanced Study Institute on Statistical Treatments for Estimation of Mineral and Energy Resources, Il Ciocco. Italy. Dordrecht, Reidel, 433–458. CHUNG, C.-J.F. (1989a). FORTRAN 77 program for Poisson regression. Computers & Geosciences, 15, 615–623. CHUNG, C.-J. F. (1989b). FORTRAN77 program for constructing and plotting confidence bands for the distribution and quantile functions for truncated data. Computers & Geosciences, 15, 625–643. CHUNG, C.-J. F. (1989c). FORTRAN77 program for constructing and plotting confidence bands for the distribution and quantile functions for randomly censored data. Computers & Geosciences, 15, 645–668. CHUNG, C.-J.F. and AGTERBERG, F.P. (1980). Regression models for estimating mineral resources from geological map data. Journal of the International Association for Mathematical Geology, 12, 473–488. CHUNG, C.-J.F. and FABBRI, A.G. (1993). Representation of earth science information for data integration. Nonrenewable Resources, 2, 122–139. CIARAMELLA, A., DE LAURO, E., DE MARTINO, S., DI LIETO, B., FALANGA, M. and TAGLIAFERRI, R. (2004). Characterization of Strombolian events by using independent component analysis. Nonlinear Processes in Geophysics, 11, 453–461. CICCI, D.A. (1992). Improving gravity field determination in ill-conditioned inverse problems. Computers & Geosciences, 18, 509–516. CLAERBOUT, J.F. (1976). Fundamentals of geophysical data processing: with applications to petroleum prospecting. New York, McGraw-Hill. CLAERBOUT, J.F. (1985). Fundamentals of geophysical data processing with applications to petroleum prospecting. 2nd edn., Oxford, Blackwell. CLAERBOUT, J.F. (1986). A canonical program library. Stanford Exploration Project Report SEP-50, Stanford, CA, Geophysics Department, Stanford University, 281–289. CLAERBOUT, J.F. (1992). Earth soundings analysis: Processing versus inversion. London, Blackwell Scientific Publications. CLAERBOUT, J.F. (1998). Multidimensional recursive filters via a helix. Geophysics, 63, 1532–1541. CLAERBOUT, J.F. and MUIR, F. (1973). Robust modelling with erratic data. Geophysics, 38, 826–844. CLAIRAUT, A. C. de (1743). Theorie de la Figure de la Terre, tireé des principes de l’hydrostatique [Theory of the Figure of the Earth based on hydrostatic principles]. Paris, David Fils. CLARK, A.L. (1976). Resource data bases – Resource assessment. Computers & Geosciences, 2, 309–311. CLARK, A.L. (1977). Guidelines for international data collection and resource assessments and analyses. Journal of the International Association for Mathematical Geology, 9, 221–233. CLARK, D.A. (1981). A system for regional lithofacies mapping. Bulletin of Canadian Petroleum Geology, 20, 197–208. CLARK, I. (1976). Some auxiliary functions for the spherical model of geostatistics. Computers & Geosciences, 1, 255–263. CLARK, I. (1979). Practical geostatistics. London, Applied Science Publishers. CLARK, I. and GARNETT, R.H.T. (1974). Identification of multiple mineralisation phases by statistical methods. Institution of Mining and Metallurgy Transactions, London, A83,43–52. CLARK, J.S. and ROYALL, P.D. (1996). Local and regional sediment charcoal evidence for fire regimes in Presettlement north-eastern North America. Journal of Ecology, 84, 365–382. 715 Bibliography

CLARK, M.W. (1976). Some methods for statistical analysis of multimodal distributions and their application to grain size data. Journal of the International Association for Mathematical Geology, 8, 267–282. CLARK, M.W. and CLARK, I. (1976). A sedimentological pattern recognition problem. In: MERRIAM, D.F. (ed.). Quantitative techniques for the analysis of sediments: Proceedings of an international symposium held at the IX International Sedimentological Congress in Nice, France, on 8 July 1975. Oxford, Pergamon Press, 121–141. CLARK, N.N. (1986). Three techniques for implementing digital fractal analysis of particle shape. Powder Technology, 46,45–52. CLARK, R.G. (1989). REFORMATTER: A raster data-partition program. Computers & Geosciences, 15, 837–842. CLARK, R.H. and MCINTYRE, D.B. (1951a). The use of the terms pitch and plunge. American Journal of Science, 249, 591–599. CLARK, R.H. and MCINTYRE, D.B. (1951b). A macroscopic method of fabric analysis. American Journal of Science, 249, 755–768. CLARK, R.M. (1985). A FORTRAN program for constrained sequence-slotting based on minimum combined path length. Computers & Geosciences, 11, 605–617. CLARK, R.M. (1992). Sequence comparisons and sequence-slotting. INQUA-Commission for the study of the Holocene, Working Group on Data Handling-Methods. Newsletter 8 [online: http:// www.chrono.qub.ac.uk/inqua/boutique/newltr-8.txt]. CLARK, R.M. (1995). Depth-matching using PC-SLOT version 1.6. INQUA-Commission for the study of the Holocene, Working Group on Data Handling-Methods. Newsletter 13 [online: http:// www.chrono.qub.ac.uk/inqua/boutique/newltr13.txt]. CLARKE, K. (1995). Analytical and computer cartography. 2nd edn., New York, NY, Prentice-Hall. CLARKE, L. (1978). An oblique factor analysis solution for the analysis of mixtures. Journal of the International Association for Mathematical Geology, 10, 225–242. CLARKE, W.J. (1901). The unconformity in the Coal-Measures of the Shropshire Coal-fields. Quarterly Journal of the Geological Society, London, 57,86–95. CLAUDET, A.P. (1950). Geological interpretation of dipmeter results. In: Proceedings of the Conference on drilling and production practice, 1 January, 1950, New York. New York, NY, American Institute of Petroleum, 168–177. CLAUSIUS, R. (1865). Über verschiedene für Anwendung bequeme Formen der Hauptgleichungen der mechanischen Wärmtheorie [The main equations of mechanical heat theory in various forms for convenient application]. Annalen der Physik und Chemie, 125, 353–400. CLAY, C.S. and LIANG, W.L. (1962). Continuous seismic profiling with matched filter detector. Geophysics, 27, 786–795. CLEGG, M. (1976). Seismic data processing. Electronics and Power, 22, 423–428. CLEVELAND, W.S. (1979). Robust locally weighted regression and smoothing scatterplots. Journal of the American Statistical Association, 74, 829–836. CLIFFORD, W.K. (1878–87). Elements of dynamic. An introduction to the study of motion and rest in solid and fluid bodies. 2 vols. London, Macmillan. CLOOS, E. (1947). Oolite€ deformation in the South Mountain Fold, Maryland. Bulletin of the Geological Society of America, 58, 843–918. CLOOS, E. (1955). Experimental analysis of fracture patterns. Bulletin of the Geological Society of America, 66, 241–256. CLOUGH, R.W. (1960). The finite element method in plane stress analysis. In: Conference papers, 2nd Conference on electronic computation, Pittsburgh, PA, September 8–9, 1960. New York, NY, American Society of Civil Engineers, 345–378. 716 Bibliography

COATS, K.H., DEMPSEY, J.R. and HENDERSON, J.H. (1970). A new technique for determining reservoir description from field performance data. Society of Petroleum Engineers Journal, 10, 66–74. COBB, H. (1960). Operations research – a tool in oil exploration. Geophysics, 25, 1009–1022. COBURN, T.C. and YARUS, J.M. (2000). Geographic information systems in petroleum exploration and development. AAPG computer applications in geology. Vol. 4. Tulsa, OK, American Associ- ation of Petroleum Geologists. COCHRAN, W.G. (1948). Sample survey techniques. Institute of Statistics Mimeo series no. 7, Raleigh, NC, North Carolina State College. COCHRAN, W.G. (1953). Sampling techniques. New York, John Wiley & Sons. COCHRAN, W.G., MOSTELLER, F. and TUKEY, J.W. (1954). Principles of sampling. Journal of the American Statistical Association, 49,13–35. CODD, E.F. (1970). A relational model of data for large shared data banks. Communications of the ACM, 13, 377–387. COGGON, J.H. (1971). Electromagnetic and electrical modeling by the finite element method. Geophysics, 36, 132–155. COHEN, A.C. (1959). Simplified estimators for the normal distribution when samples are singly censored or truncated. Technometrics, 1, 217–237. COHEN, J.K. and CHEN, T. (1993). Fundamentals of the discrete wavelet transform for seismic data processing [online: http://citeseerx.ist.psu.edu/viewdoc/download?doi¼10.1.1.47.5240&rep ¼rep1&type¼pdf]. COHEN, R.E. (1986). Thermodynamic solution properties of aluminous clinopyroxenes: nonlinear least squares refinements. Geochimica et Cosmochimica Acta, 50, 563–575. COHEN, T.J. (1970). Source-depth determinations using spectral, pseudo-autocorrelation and cepstral analysis. Geophysical Journal International, 20, 223–231. COKER, E.G. and FILON, L.N.G. (1931). Treatise on photoelasticity. Cambridge, Cambridge University Press. COLBY, B.R., HEMBREE, C.H. and RAINWATER, F.H. (1956). Sedimentation and chemical quality of surface waters in the Wind River Basin, Wyoming. United States Geological Survey Water-Supply Paper 1373, Washington, DC, United States Government Printing Office. COLE, T.W. (1973). Periodicities in Solar activity. Solar Physics, 30, 103–110. COLES, S. (2001). An introduction to statistical modelling of extreme values. London, Springer. COLLINS, D.R. and DOVETON, J.H. (1968). Colour image transformations of wireline logs as a medium for sedimentary profile analysis. Bulletin of Canadian Petroleum Geology, 36, 186–190. COLLINS, F. and LEE, C.C. (1956). Seismic wave attenuation characteristics from pulse experiments. Geophysics, 21,16–40. COLLINS, W.D. (1923). Graphic representation of water analyses. Industrial and Engineering Chemistry, 15, 394. COMMITTEE OF COUNCIL ON EDUCATION (1876). Catalogue of the Special Loan Collection of scientific apparatus at the South Kensington Museum. 2nd edn., London, Her Majesty’s Stationery Office. COMON, P. (1994). Independent Component Analysis: a new concept? Signal Processing, 36, 287–314. COMON, P. and JUTTEN, C. (2010). Handbook of blind source separation, Independent Component Analysis and applications. Oxford, Academic Press. COMPUTER HISTORY MUSEUM (2016). The Sword of Damocles: Early head-mounted display. Object 102680042 [online: http://www.computerhistory.org/revolution/input-output/14/356/ 1888]. 717 Bibliography

CONDIT, C.D. and CHAVEZ, P.S., Jr. (1979). Basic concepts of computerized digital image processing for geologists. Descriptive introduction to the terms and basic concepts of a computerized digital image processing system designed for geologic research. United States Geological Survey Bulletin 1462, Washington, DC, United States Government Printing Office. CONDORCET, M. de. (1765). Essai d’analyse [Essay on analysis]. Paris, L’Imprimerie de Didot. CONDORCET, M. de. (1773). Memoire sur les equations aux différence partielles [Memoir on partial difference equations]. Histoire de l’Acade´mie royale des sciences, for 1770, 151–178. CONDORCET, M. de. (1785). Essai sur l'application de l'analyse a la probabilite´ des dećisions rendus a la pluralite´ des voix [Essay on the application of the analysis to the probability of decisions rendered by a plurality of votes]. Paris, L’Imprimerie Royale. CONNOLLY, J.A.D. (2005). Computation of phase equilibria by linear programming: A tool for geodynamic modelling and its application to subduction zone decarbonation. Earth and Planetary Science Letters, 236, 524–541. CONNOLLY, J.A.D. and PETRINI, K. (2002). An automated strategy for calculation of phase diagram sections and retrieval of rock properties as a function of physical conditions. Journal of Metamorphic Geology, 20, 697–708. CONNOR, C.B., SPARKS, R.S.J., MASON, R.M., BONADONNA, C. and YOUNG, S.R.A. (2003). Exploring links between physical and probabilistic models of volcanic eruptions: The Soufrière Hills, Montserrat. Geophysical Research Letters, 30, 1701–1708 [http://dx.doi.org/10. 1029/2003GL017384]. CONOVER, W.J. (1952). Practical nonparametric statistics. New York, NY, John Wiley & Sons. CONOVER, W.J. (1980). Practical nonparametric statistics. 2nd edn., John Wiley & Sons, New York, NY. CONRAD, W.K. (1987). A FORTRAN program for simulating major- and trace-element variations during Rayleigh fractionation with melt replenishment or assimilation. Computers & Geosciences, 13,1–12. CONSTABLE, C. and TAUXE, L. (1990). The bootstrap for magnetic susceptibility tensors. Journal of Geophysical Research, 95, 8383–8395. CONSTANTINE, A.G. and GOWER, J.C. (1978). Graphical representation of asymmetric matrices. Applied Statistics, 27, 297–304. CONSULTATIVE COMMITTEE FOR SPACE DATA SYSTEMS (2005). Report concerning space data system standards. Image data compression. Blue Book, November 2005. Recommended standard CCSDS 122.0-B-1. Washington, DC, CCSDS Secretariat, National Aeronautics and Space Administration [online: http://public.ccsds.org/publications/archive/122x0b1c3.pdf]. CONSULTATIVE COMMITTEE FOR SPACE DATA SYSTEMS (2015). Report concerning space data system standards. Image data compression. Green Book. February 2015. Informational Report CCSDS 120.1-G-2. Washington, DC, CCSDS Secretariat, National Aeronautics and Space Administration [online: http://public.ccsds.org/publications/archive/120x1g2.pdf]. CONTRERAS, J. and SUTER, M. (1990). Kinematic modeling of cross-sectional deformation sequences by computer simulation. Journal of Geophysical Research, 95, 21913–21929. COOK, A.H. (1951). An investigation of the errors of some recent gravimeter observations. Geo- physical Journal International, 6, 194–208. COOK, R.D. and JOHNSON, M.E. (1981). A family of distributions for modelling non-elliptically symmetric multivariate data. Journal of the Royal Statistical Society, ser. B, B43, 210–218. COOK, R.D. and JOHNSON, M.E. (1986). Generalized Burr-Pareto-Logistic distributions with applications to a uranium exploration data set. Technometrics, 28, 123–131. COOK, R.D. and WEISBERG, S. (1982). Residuals and influence in regression. London, Chapman and Hall. 718 Bibliography

COOLEY, J.W. (1987). The re-discovery of the Fast Fourier Transform algorithm. Mikrochimica Acta, 3,33–45. COOLEY, J.W. (1990). How the FFT gained acceptance. In: NASH, S.G. (ed.). A history of scientific computing. New York, NY, ACM Press, 133–140. COOLEY, J.W. (1992). How the FFT gained acceptance. IEEE Transactions on Signal Processing, 9, 10–13. COOLEY, J.W., LEWIS, P.A.W. and WELCH, P.D. (1967). Historical notes on the Fast Fourier Transform. IEEE Transactions on Audio and Electroacoustics, AU-15,76–79. COOLEY, J.W., LEWIS, P.A.W. and WELCH, P.D. (1969). The Finite Fourier Transform. IEEE Transactions on Audio and Electroacoustics, AU-17,77–85. COOLEY, J.W. and TUKEY, J.W. (1965). An algorithm for the machine computation of complex Fourier series. Mathematics of Computation, 19, 297–301. COOLEY, R.L. (1982). Incorporation of prior information on parameters into nonlinear regression groundwater flow models. I. Theory. Water Resources Research, 18, 965–976. COOLEY, R.L. (1983). Incorporation of prior information on parameters into nonlinear regression groundwater flow models. II. Applications. Water Resources Research, 19, 662–676. COOLIDGE, J.J. (1952). The origin of polar coordinates. American Mathematical Monthly, 59, 78–85. COOPER, H.H., BREDEHOEFT, J.D., PAPADOPULOS, I.S. and BENNETT, R.R. (1965). The response of well-aquifer systems to seismic waves. Journal of Geophysical Research, 70, 3915–3926. COOPER, M. (1992). Who named the radian? Mathematical Gazette, 76, 100–101. COOPER, R.A., CRAMPTON, J.S., RAINE, I., GRADSTEIN, F.M., MORGANS, H.E.G., SADLER, P.M., STRONG, C.P., WAGHORN, D. and WILSON, G.J. (2001). Quantity biostratigraphy of the Taranaki Basin, New Zealand: A deterministic and probabilistic approach. AAPG Bulletin, 85, 1469–1498. COREY, A.T. (1949). The influence of shape on the fall velocity of sandgrains. MS Thesis, Fort Collins, CO, Colorado Agricultural and Mechanical College. CORNELL, C.A. (1968). Engineering seismic risk analysis. Bulletin of the Seismological Society of America, 58, 1583–1606. CORNISH, E.A. and FISHER, R.A. (1937). Moments and cumulants in the specification of distributions. Revue de l’Institut Internationale de Statistiques, 4,1–14. CORTÉS, J.A. (2009). On the Harker variation diagrams: A comment on “Compositional data analysis: where are we and where should we be heading?” by Aitchison and Egozcue (2005). Mathematical Geosciences, 41, 817–828. CORTINI, M. and BARTON, C.C. (1994). Chaos in geomagnetic reversal records: A comparison between Earth’s magnetic field data and model disk dynamo data. Journal of Geophysical research: Solid Earth, 99 (B9), 18021–18033. CORYELL, C.G., CASE, J.W. and WINCHESTER, J.W. (1963). A procedure for geochemical interpretation of terrestrial rare-earth abundance patterns. Journal of Geophysical Research, 68, 559–566. COSTAIN, J.K. and ÇORUH, C. (2004). Basic theory of exploration seismology with Mathematica notebooks and examples on CD-ROM. Amsterdam, Elsevier. COTES, R. (1722). Aestimatio errorum in mixta mathesi, per variationes partium trianguli plani et sphaerici [ch. 5. Estimation of errors in mixed mathematics, by means of variations of the parts of plane and spherical triangles]. In: SMITH, R. (ed.). Harmonia mensurarum, sive analysis & synthesis per rationum & angulorum mensuras promotae: Accedunt alia opuscula mathematica per Rogerum Cotesium. Cambridge [publisher not stated], 1–22. 719 Bibliography

COURANT, R. (1943). Variational methods for the solution of problems of equilibrium vibrations. Bulletin of the American Mathematical Society, 49,1–23. COURANT, R. and HILBERT, D. (1924). Methoden der Mathematischen Physik. 1 Band [Methods of mathematical physics v. 1]. Berlin, Julius Springer. COURANT, R., FRIEDRICHS, K. and LEWY, H. (1928). Über die partiellen Differenzengleichungen der mathematischen Physik [On the partial difference equations of mathematical physics]. Mathematische Annalen, 100,32–74 [English translation by P. FOX (1967). IBM Journal of Research and Development, 11 (2), 215–234]. COURNOT, A.A. (1843). Exposition de la theórie des chances et des probabilite´s [Exposition of the theory of chance and probabilities.]. Paris, L. Hachette. COVER, T. and HART, P. (1967). Nearest neighbor pattern classification. IEEE Transactions on Information Theory, 13,21–27. COWARD, R. N. (1986). A statistical appraisal of regional geochemical data from the south-west Pacific for mineral exploration. Doctoral dissertation, London, University of London. COX, A.V. and DALRYMPLE, G.B. (1967). Statistical analysis of magnetic reversal data and the precision of potassium-argon dating. Journal of Geophysical Research, 72, 2603–2614. COX, D.R. (1962). Renewal theory. London, Methuen. COX, D.R. (1970). The analysis of binary data. New York, NY, Barnes and Noble. COX, D.R. and LEWIS, P.A.W. (1966). The statistical analysis of series of events. London, Methuen. COX, K.G., BELL, J.D. and PANKHURST, R.J. (1979). The interpretation of igneous rocks. London, George, Allen and Unwin. COXETER, H.S.M. (1948). Regular polytopes. London, Methuen. CRACKNELL, M.J. and READING, A.M. (2014). Geological mapping using remote sensing data: A comparison of five machine learning algorithms, their response to variations in the spatial distribution of training data and the use of explicit spatial information. Computers & Geosciences, 63,22–33. CRAIN, E.R. (2014). Expert Systems for Petrophysical Analysis [online: www.spec2000.net/04- expertsystems.htm]. CRAIN, I.K. (1970). Computer interpolation and contouring of two-dimensional data: a review. Geoexploration, 8,71–86. CRAIN, I.K. (1976). Statistical analysis of geotectonics. In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer-Verlag, 3–15. CRAIN, I.K. and BHATTACHARYYA, B.K. (1967). Treatment of nonequispaced two-dimensional data with a digital computer. Geoexploration, 5, 173–194. CRAMER, G. (1728). Letter of 21 May 1728 to Nicholas Bernoulli; translated in: PULSKAMP, R.J. (2013). Correspondence of Nicholas Bernoulli concerning the St. Petersburg game [letter 8], 3–5 [online: cerebro.xu.edu/math/Sources/NBernoulli/correspondence_petersburg_game.pdf]. CRAMER, G. (1750). Introduction à l’analyse des lignes courbes alge´briques. [Introduction to the analysis of curved algebraic lines]. Geneva, Cramer brothers & Cl. Philibert. CRAMÉR, H. (1930). On the mathematical theory of risk. In: Fors€ akringsaktiebolaget€ Skandia 1855–1930, II. Stockholm, Centraltryckeriet, 48–65. CRAMÉR, H. (1937). Random variables and probability distributions. Cambridge, Cambridge University Press. CRAMPTON, J.S., BEU, A.G., COOPER, R.A., JONES, C.M., MARSHALL, B. and MAXWELL, P.A. (2003). Estimating the rock volume bias in paleobiodiversity studies. Science, 301, 358–360. CRANDALL, I.B. (1926). Theory of vibrating systems and sound. New York, NY, Van Nostrand. 720 Bibliography

CRANDELL, D.R., BOOTH, B., KUSUMADINATA, K., SHIMOZURU, D., WALKER, G.P.L. and WESTERKAMP, D. (1984). Source-book for volcanic-hazards zonation. Paris, United Nations Educational, Scientific and Cultural Organization. CRANK, J. and NICOLSON, P. (1947). A practical method for numerical evaluation of solutions of partial differential equations of the heat conduction type. Proceedings of the Cambridge Philo- sophical Society, 43,50–67. CRAWLEY, M.J. (2005). Statistics. An introduction using R. Chichester, John Wiley & Sons. CREAGER, J.S., MCMANUS, D.A. and COLLIAS, E.E. (1962). Electronic data processing in sedimentary size analysis. Journal of Sedimentary Petrology, 32, 833–839. CREPET, W.L., NIXON, K.C. and GANDOLFO, M.A. (2004). Fossil evidence and phylogeny: the age of major angiosperm clades based on mesofossil and macrofossil evidence from Cretaceous deposits. American Journal of Botany, 91, 1666–1682. CRESSIE, N. (1986). Kriging nonstationary data. Journal of the American Statistical Association, 81, 625–634. CRESSIE, N. (1993). Statistics for spatial data. New York, NY, John Wiley & Sons. CRISCI, G.M., DI GREGORIO, S., RONGO, R. and SPATARO, W. (2005). PYR: a Cellular Automata model for pyroclastic flows and application to the 1991 Mt. Pinatubo eruption. Future Generation Computer Systems, 21, 1019–1032. CRISTIANINI, N. and SHAWE-TAYLOR, J. (2000). An introduction to support vector machines and other kernel-based learning methods. Cambridge, Cambridge University Press. CROMLEY, R. (1992). Digital cartography. New York, NY, Prentice-Hall. CROSBY, A., WHITE, N., EDWARDS, G. and SHILLINGTON, D.J. (2008). Evolution of the Newfoundland-Iberia conjugate rifted margins. Earth and Planetary Science Letters, 273, 214–226. CROSS, W., IDDINGS, J.P., PIRSSON, L.V. and WASHINGTON, H.S. (1902). A quantitative chemico-mineralogical classification and nomenclature of igneous rocks. Journal of Geology, 10, 555–693. CROSS, W., IDDINGS, J.P., PIRSSON, L.V. and WASHINGTON, H.S. (1903). Quantitative classification of igneous rocks. Chicago, University of Chicago Press. CROTWELL, H.P., OWENS, T.J. and RITSEMA, J. (1999). The TauP toolkit: Flexible seismic travel-time and ray-path utilities. Seismological Research Letters, 70, 154–160. CROVELLI, R.A. and BALAY, R.H. (1991). A microcomputer program for energy assessment and aggregation using the triangular probability distribution. Computers & Geosciences, 17, 197–225. CROWELL, J.C. (1955). Directional-current structures from the Prealpine Flysch, Switzerland. Bulletin of the Geological Society of America, 66, 1851–1884. CROWLEY, R.P. (1963). Robot tax collector on watch for funny stuff. Lewiston Evening Journal [Lewiston-Auburn, ME], 1 April, 1 & 5. CRUDEN, D.M. and KRAHN, J. (1973). A reexamination of the geology of the Frank Slide. Canadian Geotechnical Journal, 10, 581–591. CRUM, W.L. (1925). Progressive variation in seasonality. Journal of the American Statistical Association, 20,48–64. CUBITT, J.M. and REYMENT, R.A. (eds.) (1982). Quantitative stratigraphic correlation. Chichester, John Wiley & Sons. CUBITT, J.M. and SHAW, B. (1976). The geological implications of steady state mechanisms in catastrophe theory. Journal of the International Association for Mathematical Geology, 8, 657–662. CULLING, W.E.H. (1989). The characterization of regular/irregular surfaces in the soil-covered landscape by Gaussian random fields. Computers & Geosciences, 15, 219–226. 721 Bibliography

CULLING, W.E.H. and DATKO, M. (1987). The fractal geometry of the soil-covered landscape. Earth Surface Processes and Landforms, 12, 369–385. CULLWICK, E.G. (1939). The fundamentals of electro-magnetism. Cambridge, University Press. CUMMINGS, B. (1963). How St. Joseph Lead processes engineering, geological data. Engineering and Mining Journal, 164,96–101. CURIE, P. (1902). Sur la constante de temps charactéristique de la disparation de la radioactivité induite par le radium dans une enceinte fermée. [On the characteristic time constant of the disappearance of the radioactivity induced in a closed chamber by radium]. Comptes Rendus Hebdomadaires des Seánces de l’Acade´mie des Sciences, Paris, 135, 857–861. CURL, R.C. (1998). Bayesian estimation of isotopic age differences. Mathematical Geology, 20, 693–698. CURRIE, I.D. (1995). Maximum likelihood and Mathematica. Applied Statistics, 44, 379–394. CURRIE, J.B., PATNODE, H.W. and TRUMP, R.P. (1962). Development of folds in sedimentary strata. Geological Society of America Bulletin, 73, 655–674. CURRIE, K.L. (1991). GENORM: A generalized norm calculation. Computers & Geosciences, 17, 77–89. CURRIE, L.A. (1995). Nomenclature in evaluation of analytical methods including detection and quantification capabilities. Pure and Applied Chemistry, 67, 1699–1723. CURRIE, L.A. (2004). Uncertainty in measurements close to detection limits: Detection and quantification capabilities. In: Quantifying uncertainty in nuclear analytical measurements. IAEA- TECDOC-1401. Vienna, International Atomic Energy Agency, 9–33. CURRIE, R.G. (1973). Geomagnetic line spectra – 2 to 70 years. 21,. Astrophysics and Space Science, 21, 425–438. CURTIS, P.C. and FRANK, W.L. (1959). An algorithm for the determination of the polynomial of best minimax approximation to a function defined on a finite point set. Journal of the ACM, 6, 395–404. CURTISS, J.H. (ed.) (1956). Numerical analysis. Proceedings of the sixth symposium in applied mathematics, Santa Monica, August 26–28. 1953. Providence, RI, American Mathematical Society. CUTBILL, J.L. and FUNNELL, M.A. (1967). Numerical analysis of the fossil record. In: HARLAND, W.B., HOLLAND, C.H., HOUSE, M.R., HUGHES, N.F., REYNOLDS, A.B., RUDWICK, M.J.S., SATTERTHWAITE, G.E., TARLO, L.B.H. and WILLEY, C.E. (eds.). The fossil record. Geological Society of London Special Publications 2. London, The Geological Society, 791–820. D’ALEMBERT, J. le R. (1747 [1750]). Recherches sur la courbe que forme une corde tenduë mise en vibration [Research on the curve formed by a vibrating string under tension]. Histoire de l’Acade´ mie royale des sciences et belles-lettres à Berlin, for 1747, 214–249. D’ALEMBERT, J. le R. (1750 [1752]). Additions au mémoire sur la courbe que forme une corde tenduë, mise en vibration [Additions to the memoir on the curve formed by a vibrating string under tension]. Histoire de l’Acade´mie royale des sciences et belles-lettres à Berlin, for 1750, 230–232. D’ALEMBERT, J. le R.. (1752). Essai d’une nouvelle theórie de la re´sistance des fluides [Test of a new theory of the resistance of fluids]. Paris, David l’âiné. D’ALMEIDA, J.C. (1858). Nouvel appareil stéréoscopique [New stereoscopic apparatus]. Comptes rendus des seánces de l'Acade´mie de Sciences, Paris, 47,61–63. D’AMBROSIO, D., DI GREGORIO, S., IOVINE, G., LUPIANO, V., RONGO, R. and SPATARO, W. (2003). First simulations of the Sarno debris flows through Cellula Automata modelling. Geomorphology, 54, 91-117. D’ARGENIO, B.,, FISCHER, A.G., SILVA, I.P.,WEISSERT, H., and FERRERI, V. (eds.) (2004). Cyclostratigraphy: Approaches and case histories. Tulsa, OK, Society for Sedimentary Geology. 722 Bibliography

D’ORAZIO, M. (1993). A Macintosh Basic program for the interactive testing of combined assimilation and fractional crystallization. Computers & Geosciences, 19, 483–492. DACEY, M.F. (1971). Probability distribution of number of networks in topologically random network patterns. Water Resources Research, 7, 1652–1657. DACEY, M.F. and KRUMBEIN, W.C. (1970). Markovian models in stratigraphic analysis. Journal of the International Association for Mathematical Geology, 2, 175–191. DACEY, M.F. and KRUMBEIN, W.C. (1976). Topological properties of disjoint channel networks within enclosed regions. Journal of the International Association for Mathematical Geology, 8, 429–462. DACEY, M.F. and KRUMBEIN, W.C. (1979). Models of breakage and selection for particle size distributions. Journal of the International Association for Mathematical Geology, 11, 193–222. DACHS, E. (1998). PET: Petrological Elementary Tools for Mathematica. Computers & Geosciences, 24, 219–235. DACHS, E. (2004). PET: Petrological Elementary Tools for Mathematica: an update. Computers & Geosciences, 30, 173–182. DAGBERT, M. (1981). Simulation and mapping of space-dependent data in geology. Bulletin of Canadian Petroleum Geology, 29, 267–276. DAHL, P.S. (1990). A PC- and LOTUS-based data acquisition/reduction system for an ICP spectrometer. Computers & Geosciences, 16, 881–896. DALKEY, N. and HELMER, O. (1951). The use of experts for the estimation of bombing requirements – a project Delphi experiment. Report R-1283-PR [Classified], Santa Monica, CA, The Rand Corporation. DALKEY, N. and HELMER, O. (1962). An experimental application of the Delphi method to the use of experts. Memorandum 727/1 [Abridged], Santa Monica, CA, The Rand Corporation [online: http://www.rand.org/content/dam/rand/pubs/research_memoranda/2009/RM727.1.pdf]. DALLA VALLE, J.M. (1943). Micromeritics: the technology of fine particles. New York, Sir Isaac Pitman & Sons. DAMPNEY, C.N.G. (1969). The equivalent source technique. Geophysics, 34,39–53. DAMPNEY, C.N.G., PILKINGTON, G. and PRATT, D.A. (1985). ASEG-GDF: The ASEG standard for digital transfer of geophysical data. Exploration Geophysics, 16, 123–138. DAMPNEY, C.N.G. and WHITELEY, R.J. (1980). Velocity determination and error analysis for the seismic refraction method. Geophysical Prospecting, 28,1–17. DAMSLETH, E., HAGE, A. and VOLDEN, R. (1992). Maximum information at minimum cost: A North Sea field development study with an experimental design. Journal of Petroleum Technol- ogy, 44, 1350–1356. DANCIU, L. and TSELENTIS, G.-A. (2007). Engineering ground-motion parameters attenuation relationships for Greece. Bulletin of the Seismological Society of America, 97 (1B), 162–183. DANES, Z.F. (1960). On a successive approximation method for interpreting gravity anomalies. Geophysics, 25, 1215–1228. DANIELL, P.J. (1946). Discussion on the symposium on autocorrelation in time series. Journal of the Royal Statistical Society (Supplement), 8,88–90. DANIELS, G. (2002). Human blood groups. 2nd edn., Oxford, Blackwell Publishing. DANIELS, H.E. (1954). Saddlepoint approximations in statistics. The Annals of Mathematical Statistics, 25, 631–650. DANIELS, H.E. and YOUNG, G.A. (1991). A saddlepoint approximation for the Studentised mean, with an application to the bootstrap. Biometrika, 78, 169–179. DANIELSON, G.C. and LANCZOS, C. (1942). Some improvements in practical Fourier analysis and their application to X-ray scattering from liquids. Journal of the Franklin Institute, 233, 365–380, 435–452. 723 Bibliography

DANTZIG, G.B. (1949). Programming in a linear structure [abstract]. Econometrica, 17,73–74. DANTZIG, G.B. (1983). Reminiscences about the origins of linear programming. In: BACHEM, A., GRÖTSCHEL, M. and KORTE, B. (eds.). Mathematical programming: The state-of-the-art. Berlin, Springer-Verlag, 78–86. DANYUSHEVSKY, L.V. (2001). The effect of small amounts of H2O on crystallisation of mid-ocean ridge and backarc basin magmas. Journal of Volcanology and Geothermal Research, 110, 265–280. DAPPLES, E.C. (1975). Laws of distribution applied to sand sizes. In: WHITTEN, E.H.T. (ed.). Quantitative studies in the geological sciences. Geological Society of America Memoir 142. Boulder, CO, Geological Society of America, 37–61. DARCY, H. (1856). Les Fontaines Publiques de la ville de Dijon [The public fountains of the town of Dijon]. Paris, Libraire des Corps Impériaux des Ponts et Chaussées et des Mines. DARROCH, J.N. (1969). Null correlation for proportions. Journal of the International Association for Mathematical Geology, 1, 221–227. DARROCH, J.N. and RATCLIFF, D. (1970). Null correlation for proportions. II. Journal of the International Association for Mathematical Geology, 2, 307–312. DARROCH, J.N. and RATCLIFF, D. (1978). Non-association of proportions. Journal of the Inter- national Association for Mathematical Geology, 10, 361–368. DARWIN, C. (1859). On the origin of species by means of natural selection, or the preservation of favoured races in the struggle for life. London, John Murray. DAUBECHIES, I. (1988). Orthonormal bases of compactly supported wavelets. Communications on Pure and Applied Mathematics, 41, 909–996. DAUBECHIES, I. (1990). The wavelet transform, time-frequency localisation and signal processing. IEEE Transactions on Signal Processing, SP-36, 961–1005. DAUBECHIES, I., GROSSMAN, A. and MEYER, Y. (1986). Painless nonorthogonal expansions. Journal of Mathematical Physics, 27, 1271–1283. DAUBRÉE, G.A. (1860). Études et expe´riences synthe´tiques sur le me´tamorphisme et sur le formation des roches cristallines [Studies and man-made experiments on metamorphism and the formation of crystalline rocks]. Paris, Imprimerie Impériale. DAUBRÉE, [G.] A. (1879). Études synthe´tiques de ge´ologie expe´rimentale [Man-made studies of experimental geology]. Paris, Dunod. DAVENPORT, C.B. (1899). Statistical methods: with special reference to biological variation. London, Chapman and Hall. DAVENPORT, C.B. (1900). A history of the development of the quantitative study of variation. Science. NEW SER., 12, 864–870. DAVENPORT, W.B. and ROOT, W.L. (1958). An introduction to the theory of random signals and noise. New York, NY, McGraw-Hill Book Co. DAVID, M. (1977). Geostatistical ore reserve estimation. Developments in geomathematics 2. Amsterdam, Elsevier Scientiﬁc. DAVIDIAN, M. and GILTINAN, D.M. (1995). Nonlinear models for repeated measurement data. London, Chapman and Hall. DAVIDIAN, M. and GILTINAN, D.M. (2003). Nonlinear models for repeated measurement data: An overview and update. Journal of Agricultural, Biological, and Environmental Statistics, 8, 387–419. DAVIDON, W.C. (1959). Variable metric method for minimization. AEC Research and Development Report ANL-5990, Lemont, IL, Argonne National Laboratory. DAVIDON, W.C. (1991). Variable metric method for minimization. SIAM Journal on Optimization, 1,1–17. 724 Bibliography

DAVIDSON, R.R. (1970). On extending the Bradley-Terry model to accommodate ties in paired comparison experiments. Journal of the American Statistical Association, 65, 317–328. DAVIES, T.A., BALDAUF, J.G. and KIDD, R.B. (1992). A simple spreadsheet routine for calculating depth/age relations. Computers & Geosciences, 18, 579–585. DAVIS, J.C. (1970). Optical processing of microporous fabrics. In: CUTBILL, J.L. (ed.). Data processing in biology and geology. Special. v. 3. London, Systematics Association, 69–87. DAVIS, J.C. (1986). Statistics and data analysis in geology. 2nd edn., New York, NY, John Wiley & Sons. DAVIS, J.C. and COCKE, J.M. (1972). Interpretation of complex lithologic successions by substi- tutability analysis. In: MERRIAM, D.F. (ed.). Mathematical models of sedimentary processes. New York, NY, Plenum Press, 27–52. DAVIS, J.C. and SAMPSON, R.J. (1973). Statistics and data analysis in geology. New York, NY, John Wiley & Sons. DAVIS, J.H. (1976). Critical values for a measure of contiguity of anomalous points in a grid survey. Journal of the International Association for Mathematical Geology, 8,89–94. DAVIS, M. (1987a). Production of conditional simulations via the LU triangular decomposition of the covariance matrix. Mathematical Geology, 19,91–98. DAVIS, M.W. (1987b). Generating large stochastic simulations – The matrix polynomial approximation method. Mathematical Geology, 19,99–107. DAVIS, M.W.D. and DAVID, M. (1978). The numerical calculation of integrals of an isotropic variogram function on hypercubes. Journal of the International Association for Mathematical Geology, 10,311–314. DAVIS, M.W.D. and DAVID, M. (1980). Generating bicubic spline coefficients on a large regular grid. Computers & Geosciences, 6,1–6. DAVIS, M.W.D., DAVID, M. and BELISLE, J.-M. (1978). A fast method for the solution of a system of simultaneous linear equations – A method adapted to a particular problem. Journal of the International Association for Mathematical Geology, 10, 369–374. DAVIS, P.J. (1959). Leonhard Euler’s integral: A historical profile of the Gamma function. The American Mathematical Monthly, 66, 849–869. DAVIS, R.E. and ROGERS, G.D. (1984). Assessment of selected ground-water-quality data in Montana. United States Geological Survey Water Resources Investigations Report 84-4173, Denver, CO, United States Geological Survey Federal Center. DAVISON, C. (1893). On the annual and semi-annual seismic periods. Philosophical Transactions of the Royal Society, London, ser. A, 184, 1107–1169. DAVISON, C. (1921). A manual of seismology. Cambridge, Cambridge University Press. DAVISON, C. (1932). The eruptions in the Andes. Nature, 129, 604. DAY, A.L. and SHEPHERD, E.S. (1906). The Phase Rule and igneous magmas; discussion. Economic Geology, 1, 286–288. DAY, A.L., SHEPHERD, E.S. and WRIGHT, F.E. (1906). The lime-silica series of minerals. American Journal of Science, ser. 4, 22, 265–302. DAYRAT, B. (2003). The roots of phylogeny: How did Haeckel build his trees? Systematic Biology, 52, 515–527. DE AGUILÓN, F. (1613). De orthographice primo projectionis genere, ex infinita oculi distantia [Orthographic projection of the first class, as though at an infinite distance from the eyes]. In: Opticorum libri sex: philosophis iuxtà ac mathematicis utiles [Optics in six books: Useful mathematics according to the philosophers]. Antwerp, Officina Plantiniana, 503–562. DE BARTOLO, S.G., GAUDIO, R. and GABRIELE, S. (2004). Multifractal analysis of river networks: Sandbox approach. Water Resources Research, 40, W02201 [online: http://dx.doi. org/10.1029/ 2003WR002760]. 725 Bibliography

DE BREMAECKER, J.C. (1964). Detection of small arrivals. Bulletin of the Seismological Society of America, 54, 2141–2163. DE BREMAECKER, J.C., DONOHO, P. and MICHEL, J.G. (1962). A direct digitizing seismograph. Bulletin of the Seismological Society of America, 52, 661–672. DE CAPRARIIS, P. (1988). An empirical approach to estimating population parameters from censored fracture-length distributions. Mathematical Geology, 20, 803–814. DE CIZANCOURT, H. (1947). Quelques problèmes de tectonique géométrique. II. Les fractures des roches [Some problems of geometric tectonics. II. Rock fractures]. Revue de l’Institut Français du Pe´trole, 2,81–98, 141–150. DE GEER, G. (1910). Excursion 82. Phenomènes quaternaires de Stockholm,19 Aout.^ v. 2. In: Compte Rendu de la XIe session, Congrès geólogique international, Nordstet, Stockholm, 1290–1292. DE HOOP, A.T. (1960). A modification of Cagniard’s method for solving seismic pulse problems. Applied Science Research, Section B, 8, 349–356. DE HOOP, A.T. (1988). Tutorial: Large-offset approximations in the modified Cagniard method for computing synthetic seismograms: a survey. Geophysical Prospecting, 36, 465–477. DE MARSILY, G. and MERRIAM, D.F. (eds.) (1982). Predictive geology with emphasis on nuclear- waste disposal. Proceedings of papers presented at sessions sponsored by the IAMG at the 26th International Geological Congress in Paris. July 1980. Oxford, Pergamon Press. DE MOIVRE, A. (1733). Approximatio ad summam terminorum binomii (a+b)n in seriem expansi [A method of approximating the sum of the terms of the binomial (a+b)n expanded to a series]. London, unpublished mss. [reproduced in: ARCHIBALD, R.C. 1926. A rare pamphlet of Moivre and some of his discoveries. Isis, 8, 671–683; English translation by H.M. WALKER: online: http://www.york.ac.uk/ depts/maths/histstat/demoivre.pdf]. DE MOIVRE, A. (1738). The doctrine of chances: or, a method of calculating the probability of events in play. 2nd edn., London, H. Woodfall. DE MORGAN, A. (1838). Essay on probabilities: and on their application to life contingencies and insurance offices. In: LARDNER, D. (ed.). The Cabinet Cyclopaedia. Natural philosophy. London, Longman, Orme, Brown, Green & Longmans and J. Taylor, i–xvi + 1–306 + i–xl. DE MORGAN, A. (1845 [1836]). Calculus of probabilities. In: SMEDLEY, E., ROSE, H.J. and ROSE, H.J. (eds.). Encyclopaedia Metropolitana. v. II. London, John Joseph Griffin, 393–490. DE MORGAN, A. (1847). Calculus of functions. In: BARLOW, P., PEACOCK, G., LARDNER, D., AIRY, G.B., HAMILTON, H.P., LEVY, A., DEMORGAN, A. and MOSLEY, H. (eds.). The encyclopaedia of pure mathematics [Two volumes as one, II]. London, John Joseph Griffin, 305–392. DE MORGAN, A. (1849). Trigonometry and double algebra. London, Walton and Maberly. DE PAOR, D.G. (1983). Orthographic analysis of geological structures. I. Deformation theory. In: COBBOLD, P.R. and SCHWERDTNER, W.M. (eds.). Strain patterns in rocks. A selection of papers presented at the International Workshop, Rennes, 13–14 May 1982. Oxford, Pergamon Press, 255–277. DE PAOR, D.G. (1991). Computer-aided pole figure construction. Computers & Geosciences, 17, 973–983. DE WIJS, H.J. (1951). Statistics of ore distribution. Geologie en Mijnbouw, 30, 365–375. DEAKIN, M.A.B. (1981). The development of the Laplace transform, 1737–1937. I. Euler to Spitzer, 1737–1880. Archive for History of the Exact Sciences, 25, 343–390. DEAKIN, M.A.B. (1982). The development of the Laplace transform, 1737–1937. II. Poincaré to Doetsch, 1880–1937. Archive for History of the Exact Sciences, 26, 351–381. DEAN, J.M. and KEMP, A.E.S. (2004). A 2100 year BP record of the Pacific Decadal Oscillation, El Nino~ Southern Oscillation and Quasi-biennial Oscillation in marine production and fluvial input 726 Bibliography

from Saanich Inlet, British Columbia. Palaeogeography, Palaeoclimatology, Palaeogeography, 213, 207–229. DEAN, W.C. (1958). Frequency analysis for gravity and magnetic interpretation. Geophysics, 23, 97–127. DECH, V.N. and HENLEY, S. (2003). On the scientiﬁc heritage of Prof. A.B. Vistelius. Mathematical Geology, 35, 363–379. DEDEKIND, R. (1872). Stetigkeit und irrationale Zahlen [Continuity and irrational numbers]. Braunschweig, F. Vieweg & Sohn. DEDEKIND, R. (1888). Was sind was sollen die Zahlen? [What are the numbers?]. Braunschweig, Friedrich Vieweg & Sohn. DEDEKIND, R. and WEBER, H. (eds.) (1876). Bernhard Riemann’s Gesammelte Mathematicsche Werke und Wissenschaftlich Nachlass [Collected mathematical works and scientiﬁc heritage]. Leipzig, Teubner. DEELEY, J.J. and GUPTA, S.S. (1968). On the property of subset selection procedures. Sankhya¯, 30, 37–50. DEFFEYES, K.S. (1965). Carbonate equilibria: a graphic and algebraic approach. Limnology and Oceanography, 10, 412–426. DEGENS, E.T., WILLIAMS, E.G. and KEITH, M.I. (1957). Environmental studies of Carboniferous sediments. I. geochemical criteria for differentiating marine from freshwater shales. Bulletin of the American Association of Petroleum Geologists, 41, 2427–2455. DELANEY, P.T. (1988). FORTRAN 77 programs for conductive cooling of dikes with temperature- dependent thermal properties and heat of crystallization. Computers & Geosciences, 14, 181–212. DELAUNAY, B. (1934). Sur la sphère vide [On the hollow sphere]. Izvestia Akademii Nauk SSSR, Otdelenie Matematicheskikh i Estestvennykh Nauk, 7, 793–800. DELAUNAY, C. (1860). La théorie du mouvement de la lune. I [The theory of the Moon’s movement. I]. Me´moires de l’Acade´mie des Sciences, Paris, 28,1–882. DELAUNAY, C. (1867). La théorie du mouvement de la lune. II [The theory of the Moon’s movement. II]. Me´moires de l’Acade´mie des Sciences, Paris, 29,1–930. DELAY, F., ACKERER, P. and DANQUIGNY, C. (2005). Simulating solute transport in porous or fractured formations using random walk particle tracking: A review. Vadose Zone Journal, 4, 360–379. DELBOEUF, J. (1894). L’ancienne et les nouvelles géométries. II. Les nouvelles géométries ont leur point d’attache dans la géométrie Euclidienne [The old and new geometries. II. The new geometries and their point of attachment to Euclidean geometry]. Revue Philosophique de la France et l’Étranger, 37, 353–383. DELESSE, A. (1848). Procédé méchanique pour déterminer la composition des roches [Mechanical procedure for determining the composition of rocks]. Annales des Mines, ser. 4, 13, 379–388. DEMERS, M.N. (1990). SEDRULE: a rule-based system for interpreting some major sedimentary environments. Computers & Geosciences, 16, 833–846. DEMICCO, R.V. and KLIR, G.J. (eds.) (2004). Fuzzy logic in geology. Amsterdam, Academic Press. DEMINA, M.E. (1970). Transport directions for clastic material of Aptian-Senomanian deposits in Western Turkmenia. Journal of the International Association for Mathematical Geology, 2, 349–363. DEMIRMEN, F. (1971). Counting error in petrographic point count analysis: A theoretical and experimental study. Journal of the International Association for Mathematical Geology, 3,15–42. DEMIRMEN, F. (1972). Operator error in point count analysis: A theoretical approach. Journal of the International Association for Mathematical Geology, 4,35–44. DEMPSTER, A.P. (1966). New methods for reasoning towards posterior distributions based on sample data. The Annals of Mathematical Statistics, 37, 355–374. 727 Bibliography

DEMPSTER, A.P. (1967). Upper and lower probabilities induced by a multivalued mapping. The Annals of Mathematical Statistics, 38, 325–339. DEMPSTER, A.P. (1968). A generalization of Bayesian inference. Journal of the Royal Statistical Society, ser. B30, 205–247. DEMPSTER, A.P., LAIRD, N.M. and RUBIN, D.B.. (1977). Maximum likelihood from incomplete data via the EM [expectation-maximization] algorithm. Journal of the Royal Statistical Society, ser. B. 39,1–38. DENG, L.-Y. and XU, H. (2003). A system of high-dimensional, efﬁcient, long-cycle portable uniform random number generators. ACM Transactions on Modeling and Computer Simulation, 13, 299–309. DENLINGER, R.P., PAVOLONIS, M. and SIEGLAFF, J. (2012). A robust method to forecast volcanic ash clouds. Journal of Geophysical Research. Atmospheres, 117 (D13). [http://dx.doi. org/10.1029/2012JD017732]. DENT, B.D., TORGUSON, J. and HOLDER, T.W. (2008). Cartography: Thematic map design. 6th edn., New York, NY, McGraw-Hill. DESCARTES, R. (1637). Discours de la Me´thode pour bien conduire sa raison, et chercher la ve´rite´ dans les sciences [Treatise on the method for rightly conducting reasoning and seeking truth in the sciences]. Leyden, Jan Maire. DEUTSCH, C.V. (1996). Constrained smoothing of histograms and scatterplots with simulated annealing. Technometrics, 38, 266–274. DEUTSCH, C.V. and COCKERHAM, P.W. (1994). Practical considerations in the application of simulated annealing to stochastic simulation. Mathematical Geology, 26,67–82. DEUTSCH, C.V. and JOURNEL, A.G. (1992). GSLIB. Geostatistical software library and user’s guide. Oxford, Oxford University Press. DEUTCH, C.V. and JOURNEL, A.G. (1994). Integrating well test-derived effective absolute permeabilities in geostatistical reservoir modelling. In: YARUS, J.M. and CHAMBERS, R.L. (eds.). Stochastic modelling and geostatistics. Tulsa, OK, American Association of Petro- leum Geologists, 131–142. DEVLIN, S.J., GNANADESIKAN, R. and KETTENRING, J.R. (1981). Robust estimation of dispersion matrices and principal components. Journal of the American Statistical Association, 76, 354–362. DEVROYE, L. and KRUSZEWSKI, P. (1995). A note on the Horton-Strahler number for random trees. Information Processing Letters, 56,95–99. DEYOUNG, J.H., Jr. (1981). The Lasky cumulative tonnage-grade relationship – a reexamination (natural resource appraisal). Economic Geology, 76, 1067–1080. DHANASEKARAN, P.C. and PODDAR, M. (1985). A program to compute EM [electromagnetic] scattering of plane wave by a perfectly conducting half-plane in a ﬁnitely conducting layered half- space. Computers & Geosciences, 11,1–17. DI LIETO, B., SACCOROTTI, G., ZUCCARELLO, L., LA ROCCA, M. and SCARPA, R. (2007). Continuous tracking of volcanic tremor at Mount Etna, Italy. Geophysical Journal International, 169, 699–705. DICE, L. R. (1945). Measures of the Amount of Ecologic Association Between Species. Ecology, 26, 297–302. DICKIN, A.P. (2005). Radiogenic isotope geology. Cambridge, Cambridge University Press. DICKINSON, G.C. (1973). Statistical mapping and the presentation of statistics. London, Edward Arnold. DICKSON, L.E. (1902). An elementary exposition of Frobenius's theory of group-characters and group-determinants. The Annals of Mathematics, ser. 2, 4,25–49. 728 Bibliography

DICKSON, L.E. (1905). Graphical methods in trigonometry. The American Mathematical Monthly, 12, 129–133. DICKSON, L.E. (1908). Representations of the general symmetric group as linear groups in finite and infinite fields. Transactions of the American Mathematical Society, 9, 121–148. DIELMAN, T.E. (1984). Least absolute value estimation in regression models: an annotated bibliography. Communications in Statistics – Theory and Methods, 13, 513–541. DIENES, I. and MANN, C.J. (1977). Mathematical formalization of stratigraphic terminology. Journal of the International Association for Mathematical Geology, 9, 587–603. DIETERICH, J.H. (1969). Origin of cleavage in folded rocks. American Journal of Science, 267, 155–165. DIETERICH, J.H. and CARTER, N.L. (1969). Stress-history of folding. American Journal of Science, 267, 129–154. DIGGES, L. and DIGGES, T. (1571). A geometrical practise, named Pantometria, diuided into three bookes, longimetra, planimetra, and stereometria, containing rules manifolde for mensuration of all lines, superficies and solides. London, Henrie Bynneman. DIGGLE, P.J. and RIBEIRO, P.J. (2006). Model-based geostatistics. Berlin, Springer. DIJKSTRA, E.W. (1962). A primer of Algol 60 programming. London, Academic Press. DILLON, E.L. (1964). Electronic storage, retrieval, and processing of well data. AAPG Bulletin, 48, 1828–1836. DIMITRAKOPOULOS, R., MCCAMMON, R.B. and SHOJI, T. (eds.) (1994). Expert systems and artificial intelligence in applied earth sciences. Mathematical Geology, 26 (8), 877–994. DIMITRIJEVIČ, M.D. (1971). Analysis of statistical diagrams of folded surfaces. II. Scalar descriptors of the fold form. Neues Jahrbuch fur€ Geologie und Palaontologie,€ Monatshefte, 1971 (7), 385–397. DINIZ, P.S.R. (2013). Adaptive filtering: Algorithms and practical implementation. 4th edn., Boston, MS, Springer. DIRAC, P.A.M. (1926). On the theory of quantum mechanics. Proceedings of the Royal Society, London, ser. A, 112, 661–677. DIRAC, P.A.M. (1930). The principles of quantum mechanics. Oxford, Clarendon Press. DIRICHLET, G.L. (1829). Sur la convergence des séries trigonométriques qui servent à représenter une fonction arbitraire entre des limites données [On the convergence of trigonometric series which represent an arbitrary function between given limits]. Journal fur€ die reine und angewandte Mathematik, 4 (June), 157–169. DIRICHLET, G.L. (1850). Über die Reduction der positiven quadratischen Formen mit drei unbestimmten ganzen Zahlen [On the reduction of positive quadratic forms with three undeter- mined integers]. Journal fur€ die reine und angewandte Mathematik, 40, 209–234. DIVI, S.R. (1980). Deposit modeling and resource estimation of stratiform massive sulphide deposits in Canada. Computers & Geosciences, 6, 163–174. DIVISION OF PUBLIC RELATIONS AMERICAN PETROLEUM INSTITUTE (1929). Petroleum facts and figures. Baltimore, MD, American Petroleum Institute. DIX, C.H. (1954). The method of Cagniard in seismic pulse problems. Geophysics, 19, 722–738. DIX, C.H. (1958). The numerical computation of Cagniard's integrals. Geophysics, 23, 198–222. DIXON, C.J. (1970). Semantic symbols. Journal of the International Association for Mathematical Geology, 2,81–88. DIXON, W.J. (1953). Processing data for outliers. Biometrics, 9,74–89. DIXON, W.J. (1960). Simplified estimation from censored normal samples. The Annals of Mathe- matical Statistics, 31, 385–391. DOBRIN, M.B., INGALLS, A.L. and LONG, J.A. (1965). Velocity and frequency filtering of seismic data using laser light. Geophysics, 30, 1144–1178. 729 Bibliography

DOBRIN, M.B. and RIMMER, W.G. (1964). Regionals and residuals in seismic prospecting for stratigraphic features. Geophysics, 29,38–53. D’OCAGNE, M. (1896). Application geńe´rale de la nomographie au calcul des profils de remblai et de´blai [General application of nomography to the calculation of fill and excavation profiles]. Paris, Dunod et Vicq. DODGE, Y. (1987). Statistical data analysis based on the L1 norm and related methods. Amsterdam, North-Holland. DODGE, Y. and MARRIOTT, F.H.C. (eds.) (2003). A dictionary of statistical terms. 6th edn., Oxford, Oxford University Press. DODGSON, C.L. (1866). Condensation of determinants, being a new and brief method for computing their arithmetical values. Proceedings of the Royal Society, London, 15, 150–155. DODSON, J. (1742). The anti-Logarithmic canon. Being a table of numbers, consisting of eleven places of figures, corresponding to all Logarithms under 100000 London, James Dodson. DODSON, J. (1775). The mathematical repository. Containing analytical solutions of near five hundred questions, mostly selected from rare and valuable authors. 2nd edn., London, J. Nourse. DODSON, M.H. (1982). On ‘spurious’ correlations in Rb–Sr isochron diagrams. Lithos, 15, 215–219. DONAHUE, R.M.J. (2011). Fundamental statistical concepts in presenting data. Principles for constructing better graphics [online: http://biostat.mc.vanderbilt.edu/wiki/pub/ Main/ RafeDonahue/ fscipdpfcbg_currentversion.pdf]. DONE, W.J., KIRLIN, R.L. and MOGHADDAMJOO, A. (1991). Two-dimensional coherent noise suppression in seismic data using eigendecomposition. IEEE Transactions on Geoscience and Remote Sensing, 29, 379–384. DONNAY, J.D.H. (1943). Resetting a triclinic unit-cell in the conventional orientation. American Mineralogist, 28, 507–511. DONOGHUE, M.J., DOYLE, J.A., GAUTHIER, J., KLUGE, A.G. and ROWE, T. (1989). The importance of fossils in phylogeny reconstruction. Annual Review of Ecology and Systematics, 20, 431–460. DONSKER, M.D. and KAC, M. (1950). The Monte Carlo method and its applications. In: Proceedings, Seminar on Scientific Computation, November 1949. New York, NY, International Business Machines Corporation, 74–81. DOOB, J.L. (1934). Stochastic processes and statistics. Proceedings of the National Academy of Sciences, Washington, 20, 376–379. DOOB, J.L. (1944). The elementary Gaussian processes. Annals of Mathematical Statistics, 15, 229–282. DOOB, J.L. (1953). Stochastic processes. New York, NY, John Wiley & Sons. DOOLITTLE, M.H. (1878 [1881]). Paper no. 3 [untitled]: Explanations and illustrations of the method employed. in the solution of normal equations and in the adjustment of a triangulation. Report of the Superintendent of the U.S. Coast and Geodetic Survey showing the progress of the work during the fiscal year ending with June, 1878, Washington, DC, United States Government Printing Office. 115–120. DORE, A.G., AUGUSTSON, J.H., HERMANRUD, C., STEWART, D.J. and SYLTA, O. (eds.) (1993). Basin Modelling: Advances and Applications – Proceedings of the Norwegian Petroleum Society Conference, Stavanger, Norway, 13–15 March 1991. Amsterdam, Elsevier Science. DORIAN, J.P. (1983). Application of a mineral resource assessment technique to developing countries: A revision of the unit regional value concept. [Masters dissertation], Department of Mineral and Energy Economics, West Virginia University, Morgantown, WV. DORIAN, J.P. and CLARK, A.L. (1986). Value of tectonic regions in the United States. Mathemati- cal Geology, 18, 375–400. 730 Bibliography

DORIAN, J.P. and JOHNSON, C. (1984). A mineral resource assessment technique for developing countries: The unit regional production value concept. Materials and Society, 8,83–95. DORIGO, M. (1992). Ottmizzazione, apprendimento automatico, ed algoritmi basati su metafora naturale [Optimization, machine learning and algorithms, based on a natural metaphor]. Doctoral dissertation, Milan, Dipartimento Elettronica e Informazione, Politecnico di Milano. DORIGO, M., GAMBARDELLA, L.M. (1997). Ant colony system: A cooperative learning approach to the travelling salesman problem. IEEE Transactions on Evolutionary Computing, 1,53–66. DORIGO, M., MANIEZZO, V. and COLORNI, A. (1996). The Ant System: Optimization by a colony of cooperating agents. IEEE Transactions on Systems, Man and Cybernetics. Part B, 26, 1–13. DORIGO, M. and STÜTZLE, T. (2004). Ant colony optimization. Cambridge, MS, MIT Press. DORN, G.A., COLE, M.J. and TUBMAN, K.M. (1995). Visualization in 3-D seismic interpretation. The Leading Edge, 14, 1045–1050. DORN, M. (1983). The use of automatic digitizers in geodata processing. Computers & Geosciences, 9, 345–350. DORRINGTON, K.P. and LINK, C.A. (2004). Genetic-algorithm/neural-network approach to seismic attribute selection for well-log prediction. Geophysics, 69, 212–221. DORSETT, D. and WEBSTER, J.T. (1983). Guidelines for variable selection problems when dummy variables are used. The American Statistician, 37, 337–339. DOUGLAS, J. (1927). The general geometry of paths. Annals of Mathematics, 29, 143–168. DOUGLAS, J. (1958). The application of stability analysis in the numerical solution of quasi-linear parabolic difference equations. Transactions of the American Mathematical Society, 89, 484–518. DOVETON, J.H. (1971). An application of Markov chain analysis to the Ayrshire coal measures succession. Scottish Journal of Geology, 7,11–27. DOVETON, J.H. and DAVIS, J.C. (1993). R.G.V. Eigen: Legendary father of mathematical geology. In: DAVIS, J.C. and HERZFELD, U.C. (eds.). Computers in geology. 25 years of progress. Oxford, Oxford University Press, 287–294. DOWD, P.A. (1989). Generalised cross-covariances. Geostatistics, 4, 151–162. DOWD, P.A. (1991). A review of recent developments in geostatistics. Computers & Geosciences, 17, 1481–1500. DOWSLAND, K.A. (1995). Simulated annealing. In: REEVES, C.R. (ed.). Modern heuristic techniques for combinatorial problems. New York, NY, McGraw-Hill, 20–69. DOYTSHER, Y. and HALL, J. K. (1997). Gridded affine transformation and rubber sheeting algorithm with Fortran program for calibrating scanned hydrographic survey maps. Computers & Geosciences, 23, 785–791. DRAGOSET, W. (2005). A historical reflection on reflections. The Leading Edge , 24 [supplement], S46–S71. DRAPER, N.R. and SMITH, H. (1981). Applied regression analysis. 2nd edn., New York, NY., John Wiley & Sons. DRESSER, J.A. (1909). On the asbestos deposits of the eastern townships of Quebec. Economic Geology, 4, 130–140. DREW, L.J. (1990). Oil and gas forecasting. Oxford, Oxford University Press. DREW, L.J. and SCHUENEMEYER, J.H. (1996). Oil and gas resource assessment: The linkage between geological analysis and discover process model results. Natural Resources Research, 5, 33–42. 731 Bibliography

DREW, L.J., SCHUENEMEYER, J.H. and ROOT, D.H. (1980). Petroleum-resource appraisal and discovery rate forecasting in partially explored regions – An application to the Denver Basin. United States Geological Survey Professional Paper 1138-A. Washington, DC, United States Government Printing Office. DRYDEN, L. (1935). A statistical method for the comparison of heavy mineral suites. American Journal of Science, 29, 393–408. DUCARLA-BONIFAS, [M.] (1782). Expression des nivellements; ou, me´thode nouvelle pour marquer rigoreusement sur les cartes terrestres and marines les hauteurs and les configurations du terrein [Expression of levelling or a new method to rigorously mark the heights and configura- tion of the ground]. Paris, [J.-L.] Dupain-Triel [Sr.] [online: http://www.e-rara.ch/doi/10.3931/e- rara-17012]. DUCOS DU HAURON, A. (1899). La photographe des couleurs et le dećouvertes de L. Ducos du Hauron [Colour photography and discoveries of L. Ducos du Hauron]. Paris, Gautier-Villars. DUDA, R.O. and HART, P.E. (1972). Use of the Hough transformation to detect lines and curves in pictures. Communications of the ACM, 15,11–15. DUDA, R.O. and HART, P. E. (1973). Pattern classification and scene analysis. New York, NY, John Wiley & Sons. DUDA, R.O., HART, P.E., BARRETT, P., GASCHNING, J.G., KONOLIGE, K., REBOH, R. and SLOCUM, J. (1978). Development of Prospector Consultation System for Mineral Exploration: final report, covering the period October 1, 1976 to September 30, 1978. Menlo Park, CA, Stanford Research Institute International. DUDDELL, W. (1904). Some instruments for measuring large and small alternating currents. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 8, 91–104. DUEKER, K., HUMPHREYS, E. and BIASI, G. (1993). Teleseismic imaging of the western United States upper mantle structure using the simultaneous iterative reconstruction technique. In: IYER, H.M. and HIRAHARA, K. (eds.). Seismic tomography: theory and practice. London, Chapman & Hall, 265–298. DUFFY, T. and WANG, Y. (1998). Pressure-volume-temperature equation of state. In: HEMLEY, R.J. (ed.). Ultrahigh-pressure mineralogy: Physics and chemistry of the Earth’s deep interior. Reviews in Mineralogy and Geochemistry, v. 37. Washington, DC, Mineralogical Society of America, 425–457. DUNCAN, P.M., HWANG, A., EDWARDS, R.N., BAILEY, R.C. and GARLAND, G.D. (1980). The development and applications of a wide band electromagnetic sounding system using a pseudo-noise source. Geophysics, 45, 1276–1296. DUNCAN, W. J. (1937). Galerkin’s method in mechanics and differential equations. Aeronautical Research Committee Reports and Memoranda, no. 1798, London. DUNCAN, W.J. (1938). Galerkin’s method in mechanics and differential equations [British] Air Ministry Aeronautical Research Committee Technical Report 1, London, H.M. Stationary Office, 484–516. DUNN, C.E. (1974). Identification of sedimentary cycles through Fourier analysis of geochemical data. Chemical Geology, 13, 217–232. DUNNET, D. (1969). A technique of finite strain analysis using elliptical particles. Tectonophysics, 7, 117–136. DUNSTAN, S.P. and MILL, A.J.B. (1989). Spatial indexing of geological models using linear octrees. Computers & Geosciences, 15, 1291–1301. DUNWELL, S.W. (1957). Design objectives for the IBM Stretch computer. In: AFIPS Joint Com- puter Conferences. Papers and discussions presented at the December 10–12, 1956, Eastern Joint 732 Bibliography

Computer Conference, New York, NY. Theme: New developments in computers, American Insti- tute of Electrical Engineers, New York, 20–22. DUPAIN-TRIEL, J.-L. (1791). La France conside´reé dans les diffe´rentes hauteurs de ses plaines [France considered through the different heights of its land; self-published map], Paris [online: http://gallica.bnf.fr/ark:/12148/btv1b8493134m]. DUPIN, C. (1827). Plate 1: Carte figurative de l'instruction populaire de la France [Illustrative map of popular education in France]. In: Forces productive et commerciales de la France [Productive and commercial forces of France]. Paris, Bachelier. DURAN, B.S. and MIELKE, P.W. Jr. (1968). Robustness of sum of squared ranks test. Journal of the American Statistical Association, 63, 338–344. DURBIN, J. (1960). The fitting of time-series models. Review of the International Statistical Institute, 28, 233–243. DUROV, S.A. (1948). Klassiphikatsiya prirodnykh vod I graphicheskoe izobrazhenie ika sostava [Natural waters and the graphic representation of their composition]. Doklady Akademii nauk SSSR, new ser., 59,87–90. DUSENBURY, A.N. Jr. (1949). The Hannatoma fauna in Columbia and Venezuela. Journal of Palaeontology, 23, 147–149. DUTKA, J. (1981). The incomplete Beta function – a historical profile. Archive for History of Exact Sciences, 24,11–29. DUTKA, J. (1991). The early history of the factorial function. Archive for History of Exact Sciences, 43, 225–249. DUTKA, J. (1996). On Gauss’ priority in the discovery of the method of least squares. Archive for the History of Exact Sciences, 49, 355–370. DUTTON, C.E. (1889). On some of the greater problems of physical geology. Bulletin of the Washington Philosophical Society, ser. B, 11,51–64. DWASS, M. (1957). Modified randomization tests for nonparametric hypotheses. The Annals of Mathematical Statistics, 28, 181–187. DYER, B.C. and WORTHINGTON, M.H. (1988). Seismic reflection tomography: a case study. First Break, 6, 354–366. DYK, K. and EISLER, J.D. (1951). A study of the influence of background noise on reflection picking. Geophysics, 16, 450–455. DZWINEL, W., YUEN, D.A., BORYCZKO, K., BEN-ZION, Y., YOSHIOKA, S. and ITO, T. (2005). Nonlinear multidimensional scaling and visualization of earthquake clusters over space, time and feature space. Nonlinear Processes in Geophysics, 12,117–128. EBERHART, R. and KENNEDY, J. (1995). A new optimizer using particle swarm theory. In: Proceedings of the Sixth international symposium on micro-machine and human science. Nagoya Municipal Industrial Research Institute, Oct. 4–6, 1995, Piscataway, NJ, Institute of Electrical and Electronic Engineers, 39–43. EBERHART-PHILLIPS, D. (1986). Three-dimensional velocity structure in northern California Coast Ranges from inversion of local earthquake travel times. Bulletin of the Seismological Society of America, 76, 1025–1052. ECKERT-MAUCHLY COMPUTER CORP. (1949). The BINAC [Mimeographed trade brochure. online: http://www.computerhistory.org/collections/accession/102646200]. ECKSTRAND, O.R. (1977). Mineral resource appraisal and mineral deposits computer files in the Geological Survey of Canada. Journal of the International Association for Mathematical Geol- ogy, 9, 235–243. EDDELBUETTEL, D. (2006). Random: An R package for true random numbers [online: https:// cran.r-project.org/web/packages/random/random-intro.pdf]. EDDINGTON, A. (1914). Stellar movements and the structure of the universe. London, Macmillan. 733 Bibliography

EDDINGTON, A.S. (1927). Eigenvalues and Whittaker’s function. Nature, 120 (3012), 3117. EDGAR, G.A. (1990). Measure, topology and fractal geometry. New York, NY, Springer-Verlag. EDGEWORTH, F.Y. (1896). A defence of index-numbers. The Economic Journal, 6, 132–142. EDGEWORTH, F.Y. (1905). Law of error. Transactions of the Cambridge Philosophical Society, 20, 36–65. EDGINGTON, E.S. and ONGHENA, P. (2007). Randomization tests. 4th edn., Boca Raton, FL, Chapman & Hall/CRC. EDISON, T.A. (1878). Letter to Theodor Puskas, 13 November 1878 [Edison papers, Document file series D-78-21. Rutgers University; online: http://www.edison.rutgers.edu/namesSearch.php3]. EDME, P. (2003). Receiver functions in seismic exploration. Lithos Science Report, 5,37–45. EDMONDS, F.N. and WEBB, C.J. (1970). A comparison of the statistical stability and spectral resolution of power coherence and phase spectra of solar photospheric fluctuations as evaluated by Fast-Fourier-Transform techniques and by the Mean-Lagged-Product method [abstract]. Bulletin of the American Astronomical Society, 2, 312. EDWARDS, A.F.W. (2009). Statistical methods for evolutionary trees. Genetics, 183,5–12. EDWARDS, D.E. (1986). Ptolemy’s ‘Peri analemmatos.’ An annotated transcription of Moerbeke’s Latin translation and of the surviving Greek fragments with an English version and commentary [doctoral dissertation, Brown University 1984]. Ann Arbor, MI, University Microfilms. EDWARDS, L.E. (1978). Range charts and no-space graphs. Computers & Geosciences, 4, 247–255. EDWARDS, L.E. and BEAVER, R.J. (1978). The use of paired comparison model in ordering stratigraphic events. Journal of the International Association for Mathematical Geology, 10, 261–272. EFRON, B. (1979). Bootstrap methods: another look at the jackknife. Annals of Statistics, 7,1–26. EFRON, B. and TIBSHIRANI, R.J. (1993). An introduction to the bootstrap. New York, NY, Chapman and Hall. EGGERS, D.E. (1982). An eigenstate formulation of the magneto telluric impedance tensor. Geo- physics, 47, 1204–1214. EGOZCUE, J.J., PAWLOWSKY-GLAHN, V., MATEU-FIGUERAS, G. and BARCELÓ-VIDAL, C. (2003). Isometric logratio transformations for compositional data analysis. Mathematical Geology, 35, 279–300. EHRLICH, R. and FULL, W.E. (1987). Sorting out geology – Unmixing mixtures. In: SIZE, W.B. (ed.). Use and abuse of statistical methods in the Earth Sciences. New York, Oxford University Press, 33–46. EILENBERG, S. and MACLANE, S. (1945). General Theory of Natural Equivalences. Transactions of the American Mathematical Society, 58, 231–294. EINSTEIN, A. (1902). Kinetische Theorie des Wannegleichgewichtes und des zweiten Hauptsotzes der Thermodynamik [Kinetic theory of equilibrium and the two principles of thermodynamics]. Annalen der Physik, 9, 417–433. EINSTEIN, A. (1903). Eine Theorie der Grundlagen der Thermodynamik [A theory on the foundations of thermodynamics]. Annalen der Physik, 11, 170–187. EINSTEIN, A. (1905). Über die von der molekularkinetischen Theorie der Wärme geforderte Bewegung von in ruhenden Flüssigkeiten suspendierten Teilchen [Requirements of the molecular kinetic theory of heat movement of suspended particles in liquids at rest]. Annalen der Physik, 17, 549–560. EINSTEIN, A. (1907). Relativitätsprinzip und die aus demselben gezogenen Folgerungen [On the relativity principle and the conclusions drawn from it]. Jahrbuch der Radioaktivitat und Elektronik, 4,411–462. EINSTEIN, A. (1914). Méthode pour la détermination de valeurs statistiques d’observations concernant des grandeurs soumises à des fluctuations irrégulières [Method for determining 734 Bibliography

statistical values of observations concerning quantities subject to irregular fluctuations]. Archive des Sciences Physiques et Naturelles, ser. 4, 37, 254–256. EINSTEIN, A. (1926). Investigations on the theory of the Brownian movement [translated by A.D. COWPER]. London, Methuen. EISENHART, C. (1935). A test for the significance of lithological variations. Journal of Sedimentary Petrology, 5, 137–145. EISENHART, C. (1947). The assumptions underlying analysis of variance. Biometrics, 3,1–21. EISENHART, C. (1962). Realistic evaluation of the precision and accuracy of instrument calibration systems. Journal of Research of the National Bureau of Standards, 67C, 161–187. EISENSTEIN, B.A. and CERRATO, L.R. (1976.). Statistical deconvolution. Journal of the Franklin Institute, 302, 147–157. EISLER, G. (1956). Requirements for a rapid access data file. In: Papers presented at the February 7–9, 1956, Joint ACM-AIEE-IRE western Computer Conference. New York, NY, ACM Press. 39–42. EISLER, J.D. and SILVERMAN, D. (1947). Multichannel pen recorder for electrical logging operations. Geophysics, 12, 414–423. EISNER, W. and GOODMAN, A.F. (1964). Determination of dominant error sources in an inertial navigation system with iterative weighted least squares. American Institute of Aeronautics and Astronautic Journal, 2, 722–727. EL ABBASS, T., JALLOULI, C., ALBOUY, Y. and DIAMENT, M. (1990). A comparison of surface fitting algorithms for geophysical data. Terra Nova, 2, 467–475. ELEWA, A.M.T. (ed.) (2004). Morphometrics: Applications in palaeontology and biology. Berlin, Springer-Verlag. ELFEKI, A.M. and DEKKING, F.M. (2001). A Markov chain model for subsurface characterization: Theory and applications. Mathematical Geology, 33, 569–589. ELGAR, S. and SEBERT, G. (1989). Statistics of bicoherence and biphase. Journal of Geophysical Research, 94, 10993–10998. ÉLIE DE BEAUMONT, L. and DUFRÉNOY, A. (1841). Explication de la carte geólogique de la France [Explanation of the geological map of France]. Paris, Imprimerie Royale. ELKINS, T.A. (1940). The reliability of anomalies on the basis of probability considerations. Geophysics, 5, 321–336. ELKINS, T.A. (1951). The second derivative method of gravity interpretation. Geophysics, 16, 29–50. ELKINS, T.A. (1952). The effect of random errors in gravity data on second derivative values. Geophysics, 17,70–88. ELLIOTT, D. (1970). Determination of finite strain and initial shape from deformed elliptical objects. Bulletin of the Geological Society of America, 81, 2221–2236. ELLIOTT, D. (1972). Deformation paths in structural geology. Bulletin of the Geological Society of America, 83, 2621–2638. ELLIOTT, J.M. (1971). Some methods for the statistical analysis of samples of benthic invertebrates. Scientific publication no. 25. Ambleside, Freshwater Biological Association of the British Empire. ELLIS, J., HARRIS, D.P. and VAN WIE, N. (1975). A subjective probability appraisal of uranium resources in the state of New Mexico. Report GJO-110(76), Grand Junction, CO, United States Energy Research and Development Administration. ELLMANN, A. (2005). Computation of three stochastic modifications of Stokes’s formula for regional geoid determination. Computers & Geosciences, 31, 742–755. EMBRECHTS, P., KLÜPPELBERG, C. and MIKOSCH, T. (1997). Modelling extremal events. Berlin, Springer-Verlag. EMICH, F. and FEIGEL, F. (1932). Microchemical laboratory manual. London, Chapman and Hall. 735 Bibliography

ENCKE, J.F. (1834). Über die Methode der kleinsten Quadrate [On the method of least squares]. I. Berliner Astronomisches Jahrbuch, for 1832, 249–312. ENCKE, J.F. (1835). Über die Methode der kleinsten Quadrate [On the method of least squares]. II. Berliner Astronomisches Jahrbuch, for 1833, 253–320. ENCKE, J.F. (1836). Über die Methode der kleinsten Quadrate [On the method of least squares]. III.. Berliner Astronomisches Jahrbuch, for 1834, 253–308. ENCKE, J.F. (1841). On the method of least squares. In: TAYLOR, R. (ed.). Scientific memoirs, selected from the transactions of Foreign Academies of Science and Learned Societies, and from foreign journals. Vol. 2. London, Richard and John E. Taylor, 317–369. ENGI, D. (1989). A spherical-stochastic methodology for seismic event location. Computers & Geosciences, 15, 1037–1052. ENGSET, T. ( [1915] 1998). On the calculation of switches in an automatic telephone system – An investigation regarding some points in the basis for the application of probability theory on the determination of the amount of automatic exchange equipment [translated by A. MYSKJA]. Telektronikk, 94 (2), 99–142. ENGSET, T. ([1918] 1992). The probability calculation to determine the number of switches in automatic telephone exchanges [translated by E. JENSEN]. Telektronikk, 88 (1), 90–93. EPSTEEN, S. (1902). Les groupes qui coincident avec leurs groupes adjoints [Groups which coincide with their adjoint groups.]. Mathematische Annalen, 56, 165–168. EPSTEIN, B.J. (1947). The mathematical description of certain breakage mechanisms leading to the logarithmico-normal distribution. Journal of the Franklin Institute, 244, 471–477. ERICKSON, R.L. (1973). Crustal abundance of elements, and mineral reserves and resources. In: BROBST, D.A. and PRATT, W.P. (eds.). United States mineral resources. United States Geologi- cal Survey Professional Paper 820. Washington, DC, United States Government Publishing Office, 21–25. ERLANG, A K. ([1917] 1918). Solution of some problems in the theory of probabilities of significance in automatic telephone exchanges. The Post Office Electrical Engineers’ Journal, 10, 189–197. ERLANG, A K. (1909). Sandsynlighetsregning og Telefonsamtaler [Probability and the telephone]. Nyt Tidsskrift for Matematik ser. B, 20,33–39. ERLEBACHER, G., YUEN, D.A. and DUBUFFET, F. (2001). Current trends and demands in visualization in the geosciences. Electronic Geosciences, 6 (3), 1–59. ERSOY, O., CHINGA, G., AYDAR, E., GOURGAUD, A., CUBUKCU, H.E. and ULUSOY, I. (2006). Texture discrimination of volcanic ashes from different fragmentation mechanisms: A case study, Mount Nemrut stratovolcano, eastern Turkey. Computers & Geosciences, 32, 936–946. ERSOY, Y. and HELVACI, C. (2010). FC-AFC-FCA and mixing modeler: A Microsoft Excel spreadsheet program for modeling geochemical differentiation of magma by fractional crystallization, crustal assimilation and mixing. Computers & Geosciences, 36, 383–390. ESKOLA, P. (1915). On the relations between the chemical and mineralogical composition in the metamorphic rocks of the Orijarvi region. Bulletin de la Commission Geólogique de Finlande, 44, 109–145. ESKOLA, P. (1922). The mineral facies of rocks. Norsk geologisk Tidsskrift, 6, 143–194. ESPENSCHIED, L., ANDERSON, C.N. and BAILEY, A. (1926). Transatlantic radio telephone transmission. Proceedings of the Institute of Radio Engineers, 14,7–56. ESTEBAND, D. and GALAND, C. (1977). Application of quadrature mirror filters to split band voice coding schemes. In: Proceedings of the IEEE International Conference on Acoustics, Speech and Signal Processing, Hartford, CT, May 1977, IEEE Computer Society Washington, DC, 191–195. 736 Bibliography

ESTELLER, R., VACHTSEVANOS, G., ECHAUZ, J. and LITT, B. (1999). A comparison of fractal dimension algorithms using synthetic and experimental data. In: ISCAS'99. Proceedings of the IEEE International Symposium on Circuits and Systems, May 30–June 2, Orlando, Florida. Vol. III. Adaptive digital signal processing, IEEE, 199–202. EULER, L. (1727). Dissertatio physica de sono [Discourse on the physics of sound]. Basle, Emanuel & Johann Rudolf Thurneysen. EULER, L. (1729). Problematis traiectoriarum reciprocarum solutio [Solution to problems of recip- rocal trajectories]. Commentarii Academiae Scientiarum Imperialis Petropolitanae, 2 (for 1727), 90–111. EULER, L. (1736). Mechanica sive motus scientia analytice exposita [Mechanics or knowledge of movement analytically explained]. St. Petersburg, Academia Scientiarum. EULER, L. (1741). Solutio problematis ad geometriam situs pertinentis [The solution of a problem relating to the geometry of position]. Commentarii Academiae Scientiarum Petropolitanae, 8, 128–140. EULER, L. (1748). Introductio in analysin infinitorum [Introduction to the analysis of the infinite].I. Lausanne, M.-M. Bousquet. EULER, L. (1766). Elementa calculi variationum [Elements of the calculus of variations.]. Novi Commentarii Academiae Scientiarum Petropolitanae, 10,51–93. EULER, L. (1768–1794). Institutionum calculi integralis [Foundations of integral calculus]. v. 1–4. St. Petersburg, Academia Imperialis Scientiarum. EVANS, D.G. and JONES, S.M. (1987). Detecting Voronoï (area-of-influence) polygons. Mathemat- ical Geology, 19, 523–537. EVANS, G., HOWARTH, R.J. and NOMBELA, M.A. (2003). Metals in the sediments of Ensenada de san Simon (inner Ria de Vigo), Galicia, NW Spain. Applied Geochemistry, 18, 973–996. EVANS, J.R. (1982). Running median filters and a general despiker. Bulletin of the Seismological Society of America, 72, 331–338. EVERETT, J.E. (1974). Obtaining interval velocities from stacking velocities when dipping horizons are included. Geophysical Prospecting, 22, 122–142. EVERETT, M.E. (2013). Near-surface applied geophysics. Cambridge, Cambridge University Press. EVERITT, B. and HOTHON, T. (2006). A handbook of statistical analysis using R. Boca Raton, FL, Chapman and Hall/CRC Press. EVERITT, B.S. (1992). The analysis of contingency tables. Monographs on statistics and applied probability 45. 2nd edn., London, Chapman and Hall/CRC Press. EVERITT, B.S. (2002). The Cambridge dictionary of statistics. 2nd edn., Cambridge, Cambridge University Press. EVERTSZ, C.J.G. and MANDELBROT, B.B. (1992). Multifractal measures. Appendix B. In: PEITGEN, H.-O. and SAUPE, C. (eds.). Chaos and fractals. New York, NY, Springer-Verlag, 921–953. EVJEN, H.M. (1943). Utility of the electric methods in geophysical exploration. Geophysics, 8, 146–156. EWALD, P.P. (1916). Zur Begründung der Kristalloptik. I. Theorie der Dispersion [The mechanism of crystal optics. I. Dispersion theory]. Annalen der Physik. 354,1–38. EYNATTEN, H. VON, BARCELO-VIDAL, C. and PAWLOWSKY-GLAN, V. (2003). Modelling compositional change: The example of chemical weathering of granitoid rocks. Mathematical Geology, 35, 231–252. EZEKIEL, M. and FOX, K.A. (1930). Methods of correlation and regression analysis, linear and curvilinear. New York, NY, John Wiley & Sons. FABBRI, A.G. (1980). GIAPP: Geological image-analysis program package for estimating geometrical probabilities. Computers & Geosciences, 6, 153–161. 737 Bibliography

FABBRI, A.G. (1984). Image processing of geologic data. New York, NY, Van Nostrand Reinhold. FAIRBAIN, H.W. (1942). Structural petrology of deformed rocks. Cambridge, MA., Addison- Wesley. FAIRBAIRN, H.W. and CHAYES, F. (1949). Structural petrology of deformed rocks, with supplementary chapters on statistical analysis by F. Chayes. 2nd edn., Cambridge, MS, Addison- Wesley. FAIRHURST, C. (2003). Stress estimation in rock: a brief history and review. International Journal of Rock Mechanics and Mining Sciences, 40, 957–973. FALKOFF, A. and IVERSON, K. E. (1968). APL\360 Users Guide. Yorktown Heights, NY, IBM Research, Thomas J. Watson Research Center. FALLARA, F., LEGAULT, M. and RABEAU, O. (2006). 3-D Integrated Geological Modeling in the Abitibi Subprovince (Québec, Canada): Techniques and Applications. Exploration and Mining Geology, 15,27–41. FAN, J., HAN, Q., WANG, Z. and DAI, N. (2015). The south-pointing needle and compass. In: LU, Y. (ed.). A History of Chinese Science and Technology. Vol. 2. Heidelberg, Springer-Verlag, 270–300. FANCHER, G.H., LEWIS, J.A. and BARNES, K.B. (1933). Some physical characteristics of oil sands. In: Proceedings of the Third Pennsylvania Mineral Industries Conference, Petroleum and Natural Gas Section held at the Pennsylvania State College, May 5–6, 1933. The Pennsylvania State College Bulletin. Mineral Industries Experiment Section. Bulletin 12. State College, PA, The Pennsylvania State College, 65–167. FARGE, M., GROSSMAN, A., MEYER, Y., PAUL, T., RISSET, J.-C., SARACCO, G. and TORRÉSANI, B. (2012). Les ondelettes et le CRIM [Wavelets and the Centre International de Rencontres Mathématiques de Luminy]. La Gazette des Mathematicians, 131,47–57. FARMER, J. (1982). Chaotic attractors of an infinite-dimensional dynamical system. Physical, D4, 366–393. FARNSWORTH, P.T. (1941). Television scanning and synchronising system. United States Patent Office, Patent number 2,246,625. FARR, C.C. (1903). On the interpretation of Milne seismograms. The London Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 6, 401–403. FARRAR, J. (1822). An elementary treatise on the application of trigonometry to orthographic and stereographic projection, dialling, mensuration of heights and distances, navigation, nautical astronomy, surveying and levelling. Cambridge, The University Press. FARRINGTON, O.C. (1902). Meteorite studies. I. Field Columbian Museum Publication 64. Geo- logical studies, 1 (11), 283–315. FATOU, P. (1906). Séries trigonométriques et séries de Taylor. Acta Mathematica, 30, 335–400. FAYERS, F.J. and SHELDON, J.W. (1962). The use of a high-speed digital computer in the study of the hydrodynamics of geologic basins. Journal of Geophysical Research, 67, 2421–2431. FEAGIN, F.J. (1981). Seismic data display and reflection perceptibility. Geophysics, 46, 106–120. FEARN, T., FISHER, S., THOMPSON, M. and ELLISON, S.R.L. (2002). A decision theory approach to fitness for purpose in analytical measurement. Analyst, 127, 818–824. FEDER, J. (1988). Fractals. New York, NY, Plenum Press. FEDEROV, E.S. (1892). Universal- (Theodolith-) Methode in der Mineralogie und Petrographie. I. Universalgeometrische Unterschungen [Universal- (Theodolite-) method in mineralogy and petrography. I. Universal geometric conversions]. Zeitschrift fur€ Kristallographie und Mineralogie, 21, 574–678. FEDEROV, E.S. (1902). Zonale Verhältnisse des Berylls und der Krystalle des hypohexagonalen Typus überhaupt. Zeitschrift fur€ Kristallographie und Mineralogie, 35,75–148. 738 Bibliography

FEDI, M. and QUARTA, T. (1998). Wavelet analysis for the regional-residual and local separation of potential field anomalies. Geophysical Prospecting, 46, 507–525. FEIGENBAUM, M. J. (1978). Quantitative universality for a class of nonlinear transformations. Journal of Statistical Physics, 19,25–52. FEIGENBAUM, M.J. (1979). The universal metric properties of nonlinear transformations. Journal of Statistical Physics, 21, 669–706. FEIGENBAUM, M.J. (1980). The metric universal properties of period doubling bifurcations and the spectrum for a route to turbulence. Annals of the New York Academy of Sciences, 357, 330–336. FEIGL, F. (1923). Tüpfel- und Farbreaktionen als mikro-chemische Arbeitsmethoden [Spot and colour reactions as microchemical tools]. Mikrochemie, 1,4–20. FEJÉR, L. (1904). Untersuchungen über Fouriersche Reihen [Studies on Fourier series]. Mathematische Annalen, 58, 501–569. FELDHAUSEN, P.H. (1970). Ordination of sediments from the Cape Hatteras continental margin. Journal of the International Association for Mathematical Geology, 2,113–130. FELLER, W. (1950). An introduction to probability theory and its applications. v. 1. New York, NY, John Wiley & Sons. FELSEN, J. (1976.). A man-machine investment decision system. International Journal of Man-Machine Studies, 8, 169–193. FELSENSTEIN, J. (2004). Inferring phylogenies. Sunderland, MS, Sinauer Associates. FERBER, R.-G. (1984). Stabilization of normal-incidence seismogram inversion removing the noise- induced bias. Geophysical Prospecting, 33, 212–233. FERMAT, P. DE (1679). Varia opera mathematica [Various mathematical works]. Toulouse, Johan Pech. FERNÁNDEZ MARTÍNEZ, J.L., GARCÍA GONZALO, E., FERNÁNDEZ ÁLVAREZ, J.P., KUZMA, H.A. and MENÉNDEZ PÉREZ, C.O. (2010). PSO: A powerful algorithm to solve geophysical inverse problems. Application to a 1D-DC resistivity case. Journal of Applied Geophysics, 71,13–25. FERRAES, S.G. (2003). The conditional probability of earthquake occurrence and the next large earthquake in Tokyo, Japan. Journal of Seismology, 7, 145–153. FESSENDEN, A. F. (1902). Apparatus for signalling by electromagnetic waves. United States of America Patent Office Patent number 706,747. FICHTNER, A., BLEIBINHAUS, F. and CAPDEVILLE, Y. (2011). Full seismic waveform modelling and inversion. Berlin, Springer-Verlag. FIELLER, N.R., FLENLEY, E.C. and OLBRICHT, W. (1992). Statistics of particle size data. Applied Statistics, 41, 127–146. FILIPPOV, A.F. (1961). On the distribution of the sizes of particles which undergo splitting [translated by N. GREENLEAF]. Theory of probability and its applications, 6, 275–294. FINCH, R.H. (1924). Seismic sequences of the explosive eruption of Kilauea in May, 1924. Bulletin of the Seismological Society of America, 14, 217–222. FINCH, V.C., TREWARTHA, G.T, ROBINSON, A.H. and HAMMOND, E.H. (1957). Elements of geography: Physical and cultural. New York, NY, McGraw-Hill. FINKEL, R.A. and BENTLEY, J.L. (1974). Quad trees: A data structure for retrieval on composite keys. Acta Informatica, 4,1–9. FINNEY, D.J. (1948). The Fisher-Yates test of significance in 2Â2 contingency tables. Biometrika, 35, 145–156. FISCHER, A.G., DE BOER, P.L. and PREMOLI SILVA, I. (1990). Cyclostratigraphy. In: GINSBURG, R.N. and B. BEAUDOIN, B. (eds.). Cretaceous resources, events and rhythms: Proceedings of the NATO Advanced Study Workshop on Cretaceous resources, events and 739 Bibliography

rhythms. Background and plans for research. Digne, France, Sept. 16–22, 1988. NATO Advanced Study Institute series C, vol. 304. Dordrecht, Kluwer Academic, 139–172. FISCHER, G. (1930). Statistische Darstellungsmethoden in der tektonischen Forschung [Statistical methods of representation in tectonic research.]. Sitzungsberichte der Geologischen Landesanstalt, 5,4–25. FISHER, A. (1923). Mathematical theory of probabilities. 2nd edn., New York, NY, Macmillan. FISHER, D.J. (1941). A new projection protractor. I. The Journal of Geology, 49, 292–323. FISHER, H.T. (1968). Reference manual for synographic computer mapping (SYMAP). Version 5. Cambridge, MS, Laboratory for Computer Graphics and Spatial Analysis, Graduate School of Design, Harvard University. FISHER, N.I. (1993). Statistical analysis of circular data. Cambridge, Cambridge University Press. FISHER, N.I., LEWIS, T. and EMBLETON, B.J.J. (1993). Statistical analysis of spherical data. Cambridge, Cambridge University Press. FISHER, O. (1881). Physics of the Earth’s crust. London, Macmillan. FISHER, P.F. and BALACHANDRAN, C.S. (1989). STAX: a Turbo Prolog rule-based system for soil classification. Computers & Geosciences, 15, 295–324. FISHER, R.A. (1918). The correlation between relatives on the supposition of Mendelian inheritance. Transactions of the Royal Society of Edinburgh, 52, 399–433. FISHER, R.A. (1921). On the ‘probable error’ of a coefficient of correlation deduced from a small sample. Metron, 1,3–32. FISHER, R.A. (1922a). On the interpretation of Chi-squared from contingency tables, and the calculation of P. Journal of the Royal Statistical Society, 85,87–94. FISHER, R.A. (1922b). On the mathematical foundations of theoretical statistics. Philosophical Transactions of the Royal Society, London, ser. A, 222, 309–368. FISHER, R.A. (1925a). Statistical methods for research workers. Edinburgh, Oliver and Boyd. FISHER, R.A. (1925b). Theory of statistical estimation. Proceedings of the Cambridge Philosophical Society, 22, 700–725. FISHER, R.A. (1926). The arrangement of field experiments. Journal of the Ministry of Agriculture of Great Britain, 33, 503–513. FISHER, R.A. (1930a). Inverse probability. Proceedings of the Cambridge Philosphical Society, 26, 528–535. FISHER, R.A. (1930b). The genetical theory of natural selection. Oxford, Clarendon Press. FISHER, R.A. (1931). The sampling error of estimated deviates, together with other illustrations of the properties and applications of the integrals and derivatives of the normal error function. In: Mathematical tables, v. 1. London, British Association for the Advancement of Science, 26–35. FISHER, R.A. (1934). Two new properties of mathematical likelihood. Proceedings of the Royal Society, London. ser. A, 144, 285–307. FISHER, R.A. (1935). The design of experiments. London, Oliver & Boyd. FISHER, R.A. (1936). The use of multiple measurements in taxonomic problems. Annals of Eugenics, 7, 179–188. FISHER, R.A. (1937). The comparison of variability in populations having unequal means. An example of the analysis of covariance with multiple dependent and indepenent variables. Annals of Eugenics, 7, 333–348. FISHER, R.A. (1950). Contributions to mathematical statistics. London, Chapman and Hall. FISHER, R.A. (1953). Dispersion on the sphere. Proceedings of the Royal Society, London, ser. A, 217, 295–305. 740 Bibliography

FISHER, R.A. and MACKENZIE, W. (1923). Studies in crop variation. II. The manurial response of different potato varieties. Journal of Agricultural Science, 13,311–320. FISHER, W.D. (1958). On grouping for maximum homogeneity. Journal of the American Statistical Association, 53, 789–798. FISHWICK, P.A. (ed.) (2007). Handbook of dynamic system modeling. Boca Raton, FL, Chapman & Hall/CRC. FITCH, T.J., MCCOWAN, D.W. and SHIELDS, M.W. (1980). Estimation of the seismic moment tensor from teleseismic body wave data with applications to intraplate and mantle earthquakes. Journal of Geophysical Research – Solid Earth, ser. B, 85, 3817–3828. FITZGERALD, G.F. (1889). On the dimensions of electromagnetic units. Proceedings of the Physical Society of London, 10, 95. FLAJOLET, P. and SEDGEWICK, R. (2009). Analytic combinatorics. Cambridge, Cambridge University Press. FLEMING, J.A. (1894). The alternate current transformer in theory and practice. I. The induction of electric currents. London, The Electrician Printing and Publishing Co. FLETCHER, R. (1987). Practical methods of optimization. Chichester, John Wiley & Sons. FLETCHER, R. and POWELL, M.J.D. (1963). A rapidly convergent descent method for minimization. Computer Journal, 6, 163–168. FLETCHER, R. and REEVES, C.M. (1964). Function minimization by conjugate gradients. The Computer Journal, 7, 149–154. FLINN, D. (1956). On the deformation of the Funzie conglomerate, Fetlar, Shetland. Journal of Geology, 64, 480–505. FLINN, D. (1962). On folding during three-dimensional progressive deformation. Quarterly Journal of the Geological Society, London, 118, 385–433. FLINN, D. (1978). Construction and computation of three-dimensional progressive deformations. Quarterly Journal of the Geological Society, London, 135, 291–305. FLINN, D. (1979). The deformation matrix and the deformation ellipsoid. Journal of Structural Geology, 1, 299–307. FLINN, E.A. (1965). Signal analysis using rectilinearity and direction of particle motion. Proceedings of the IEEE, 53, 1874–1876. FLINN, E.A., COHEN, T.J. and MCCOWAN, D.W. (1973). Detection and analysis of multiple seismic events. Bulletin of the Seismological Society of America, 63, 1921–1935. FLORES, I. (1956). Reflected number systems. IRE Transactions on Electronic Computers, EC-5 (2), 79–82. FOLK, R.L. (1955). Student operator error in determination of roundness, sphericity, and grain-size. Journal of Sedimentary Petrography, 25, 297–301. FOLK, R.L. (1973). Areal standard deviation on scatter plots: Objective method for excluding extremes and portraying density concentrations. Journal of the International Association for Mathematical Geology, 5, 199–202. FOLK, R.L. and WARD, W.C. (1957). Brazos River Bar: A study in the significance of grain size parameters. Journal of Sedimentary Petrology, 27,3–26. FOOKS, P.G. (1967). Planning and stages of site investigation. Engineering Geology, 2,81–106. FORESTER, R.M. (1978). Abundance coefficients, a new method for measuring microorganism relative abundance. Journal of the International Association for Mathematical Geology, 9, 619–633. FORGOTSON, J.M. (1960). Review and classification of quantitative mapping techniques. Bulletin of the American Association of Petroleum Geologists, 44,83–100. FORNBERG, B. (1987). The pseudospectral method: Comparisons with finite differences for the elastic wave equation. Geophysics, 52, 483–501. 741 Bibliography

FORSTER, M.A. and LISTER, G.S. (2010). Argon enters the retentive zone: reassessment of diffusion parameters of K-feldspar in the South Cyclades shear zone, Ios, Greece. In: SPALLA, M.I., MAROTTA, A.M. and GOSSO, G. (eds.). Advances in interpretation geological procedures: Refinement of multi-scale data and integration in numerical modelling. Special Publication 332. London, The Geological Society, 17–34. FORSYTH, A.R. (1893). Theory of functions of a complex variable. Cambridge, Cambridge Univer- sity Press. FORSYTHE, G.E. (1968). What to do till the computer scientist comes? American Mathematical Monthly, 75, 454–462. FOSTER, M.R. and GUINZY, N.J. (1967). The coefficient of coherence: its estimation and use in geophysical data processing. Geophysics, 32, 602–616. FOUGERE, P.F. (1985). A review of the problem of spontaneous line splitting in maximum entropy power spectral analysis. In: SMITH, C.R. and GRANDY, W.T. Jr. (eds.). Minimum-entropy and Bayesian methods in inverse problems. Fundamental Theories of Physics volume 14. Dordrecht, D. Reidel, 303–315. FOURIER, J. (1822). Theórie analytique de la Chaleur [The analytical theory of heat]. Paris, Firmin Didot. FOURIER, J.-B.-J. (1808). Mémoire sur la propagation de la chaleur dans les corps solides [Présenté le 21 décembre 1807 à l’Institut national]. Nouveau Bulletin des sciences par la Socie´te´ philomatique de Paris, 1 (6), 112–116. FOURIER, J.-B.-J. (1821). Recherches statistiques sur la ville de Paris et le de´partement de la Seine, recueil de tableaux dresse´s et reúnis d’après les ordres de Monsieur le Comte de Chabrol. [Statistical research on the city of Paris and the Department of the Seine]. Paris, l’École Royale des Ponts et Chaussées & C. Ballard. FOWLER, A., PROKOPH, A., STERN, R. and DUPUIS, C. (2002). Organization of oscillatory zoning in zircon: Analysis, scaling, geochemistry, and a model of a zircon from Kipawa, Quebec, Canada. Geochimica et Cosmochimica Acta, 66,311–328. FOX, C.G. (1987). An inverse Fourier transform algorithm for generating random signals of a specified spectral form. Computers & Geosciences, 13, 369–374. FOX, W.T. (1964). FORTRAN and FAP program for calculating and plotting time-trend curves using an IBM 7090 or 7094/1401 computer system. Kansas Geological Survey Special Distribution Publication 12, Lawrence, KS, Kansas Geological Survey. FOX, W.T. and BROWN, J.A. (1965). The use of time-trend analysis for environmental interpretation of limestones. The Journal of Geology, 73, 510–518. FOXALL, R. and BADDELEY, A. (2002). Nonparametric measures of association between a spatial point process and a random set, with geological applications. Journal of the Royal Statistical Society, ser. C, 51, 165–182. FRANCIS, J.G.F. (1961). The QR transformation. I. Computer Journal, 4, 265–271. FRANCIS, J.G.F. (1962). The QR transformation. II. Computer Journal, 4, 332–345. FRANK, A.U. (1992). Spatial concepts, geometric data models, and geometric data structures. Computers & Geosciences, 18, 409–417. FRANK, A.U. and EGENHOFER, M.J. (1992). Computer cartography for GIS: An object-oriented view on the display transformation. Computers & Geosciences, 18, 975–987. FRANK, H.R. and DOTY, E.N. (1953). Signal-to-noise ratio improvements by filtering and mixing. Geophysics, 18, 587–604. FRANK, T., TERTOIS, A.-L. and MALLET, J.-L. (2007). 3D-reconstruction of complex geological surfaces from irregularly distributed and noisy point data. Computers & Geosciences, 33, 932–943. 742 Bibliography

FRANKLIN, S.E. and PEDDLE, D.R. (1987). Texture analysis of digital image data using spatial co-occurrence. Computers & Geosciences, 13, 293–311. FRANKLIN, S.E., PEDDLE, D.R., WILSON, B.A. and BLODGETT, C.F. (1991). Pixel sampling of remotely sensed digital imagery. Computers & Geosciences, 17, 759–775. FRANKLIN, S.E. and WILSON, B.A. (1991). Spatial and spectral classification of remote-sensing imagery. Computers & Geosciences, 17, 1151–1172. FRAPPORTI, G., VRIEND, S.P. and VAN DUIJVENBOODEN, W. (1993). Hydrogeochemistry of Dutch groundwater: classification into natural homogeneous groupings with fuzzy c-means clustering. Applied Geochemistry, 8 (Supplement 2), 273–276. FRASER, A. and BURNELL, D. (1973). Computer models in genetics. New York, NY, McGraw- Hill. FRASER, D.A.S. (1968). A black box or a comprehensive model. Technometrics, 10, 219–229. FRASER, H.J. (1935). Experimental study of the porosity and permeability of clastic sediments. The Journal of Geology, 43, 910–1010. FRÉCHET, M. (1906). Sur quelques points du calcul fonctionnel [On several points of functional calculus; Doctoral dissertation, Paris, 1905]. Rendiconti del Circolo Matematico di Palermo, 22, 1–74. FRÉCHET, M. (1927). Sur la loi de probabilité de l’écart maximum [On the probability distribution of the maximum difference]. Annales de la Socie´te´ Polonaise de Mathe´matique, 6,93–116. FREDE, V. and MAZZEGA, P. (1999). Detectability of deterministic non-linear processes in Earth rotation time-series. Geophysical Journal International, 137, 551–564, 565–579. FREEZE, R.A. (1994). Henry Darcy and the fountains of Dijon. Ground Water, 32,23–30. FREIRE, S.L.M. and ULRYCH, T.J. (1988). Application of singular value decomposition to vertical seismic profiling. Geophysics, 53, 778–785. FREUND, M.J. (1986). Cokriging: Multivariable analysis in petroleum exploration. Computers & Geosciences, 12, 485–491. FRIBERG, L.M. (1989). Garnet stoichiometry program using a LOTUS 1-2-3 spreadsheet. Computers & Geosciences, 15, 1169–1172. FRICKE, J.R. (1988). Reverse-time migration in parallel: A tutorial. Geophysics, 53, 1143–1150. FRIESE, K.-I., CICHY, S.B., WOLTER, F.-E. and BOTCHARNIKOV, R.E. (2013). Analysis of tomographic mineralogical data using YaDiV – Overview and practical case study. Computers & Geosciences, 56,92–103. FRIGGE, M., HOAGLIN, D.C. and IGLEWICZ, B. (1989). Some implementations of the boxplot. American Statistician, 43,50–54. FRISCH, R. (1931). A method of decomposing an empirical series into its cyclical and progressive components. Proceedings of the American Statistical Association, 26 (137A), 73–78. FROBENIUS, F.G. (1878). Über linear Substitutionen und bilineare Formen [On linear substitutions and bilinear forms]. Journal fur€ die reine und angewante Mathematik, 84,1–63. FRY, N. (1979). Random point distributions and strain measurement in rocks. Tectonophysics, 60, 89–105. FRY, N. (2001). Stress space: striated faults, deformation twins, and their constraints on palaeostress. Journal of Structural Geology, 23,1–9. FU, C.Y. (1947a). On seismic rays and waves. I. Bulletin of the Seismological Society of America, 37, 331–346. FU, C.Y. (1947b). Studies on seismic waves: III. Propagation of elastic waves in the neighborhood of a free boundary. Geophysics, 12,57–71. FU, K. S. (1968). Sequential methods in pattern analysis and machine learning. London, Academic Press. 743 Bibliography

FUCHS, N.A. (1964). The mechanics of aerosols [translated by R.E. DAISLEY and M. FUCHS]. London, Pergamon Press. FULL, W.E. and EHRLICH, R. (1982). Some approaches for location of centroids of quartz grain outlines to increase homology between Fourier amplitude spectra. Journal of the International Association for Mathematical Geology, 14,43–55. FULLER, R. (1992). Paleomagnetism: Magnetic domains to geologic terranes. Boston, MS, Blackwell. FULLER, W.A. (1987). Measurement error models. Wiley Series in Probability and Mathematical Statistics. New York, NY, John Wiley & Sons. FUTTERMAN, W.I. (1962). Dispersive body waves. Journal of Geophysical Research, 67, 5279–5291. GAA’L, G., KOISTINEN, E., LEHTONEN, M. and TONTTI, M. (1978). Deposit modeling of a nickel belt in Finland. Journal of the International Association for Mathematical Geology, 10, 543–554. GABOR, D. (1946). Theory of communication. Journal of the Institution of Electrical Engineers, London, 93, 429–457. GABRIEL, K.R. (1971). The biplot-graphic display of matrices with application to principal component analysis. Biometrika, 58, 453–467. GADBURY, J. (1717). Ephermeris or, a diary astronomical, astrological, meteorological for the year of our Lord, 1717. London, Company of Stationers. GADDUM, J.H. (1945). Lognormal distributions. Nature, , 156, 463–466. GADOLIN, J. (1781). Dissertatio chemica. De analysi ferri [Chemical dissertation. The analysis of iron. Faculty of Philosophy, Uppsala University]. Uppsala, Joh. Edman. GALBRAITH, R.F. (1988). Graphical display of estimates having different standard errors. Technometrics, 30, 271–281. GALBRAITH, R.F. (1990). The radial plot: Graphical assessment of spread in ages. International Journal of Radiation Applications and Instrumentation. Part D. Nuclear Tracks and Radiation Measurement, 17, 207–214. GALBRAITH, R.F. (2005). Statistics for ﬁssion track analysis. Boca Raton, FL, Chapman and Hall/ CRC Press. GALBRAITH, R.F. and GREEN, P.F. (1990). Estimating the component ages in a ﬁnite mixture. Nuclear Tracks and Radiation Measurement, 17, 197–206. GALERKIN, B.G. (1915). Sterzhni i plastinki: Riady v nekotorykh voprosakh uprugogo ravnovesiia sterzhnei i plastinok [Rods and plates: Series in some questions of elastic equilibrium of rods and plates]. Vestnik Inzhenerov i Technikov, 19, 897–908 [English translation in: RODDEN, W.P. 2011. Theoretical and Computational Aeroelasticity, Burbank, CA, Crest Publishing, 700–745]. GALLAGHER, K., BODIN, T., SAMBRIDGE, M., WEISS, D., KYLANDER, M. and LARGE, D. (2011). Inference of abrupt changes in noisy geochemical records using transdimensional changepoint models. Earth and Planetary Science Letters, 311, 182–194. GALLAGHER, K., CHARVIN, K., NIELSEN, S., SAMBRIDGE, M. and STEPHENSON, J. (2009). Markov chain Monte Carlo (MCMC) sampling methods to determine optimal models, model resolution and model choice for earth science problems. Marine and Petroleum Geology, 26, 525–535. GAL’PERIN, E.I. (1977). Poliarizatsionny ĭ metod seĭsmicheskikh issledovaniĭ [The polarization method of seismic exploration]. Moscow, Nedra. GAL’PERIN, E.I. (1983). The polarization method of seismic exploration [translated by B. KUZNETSOV and M. SAMOKHVALOV]. Dordrecht, D. Reidel. 744 Bibliography

GALPIN, J.S. and HAWKINS, D.M. (1984). The use of recursive residuals in checking model ﬁtin linear regression. The American Statistician, 38,94–105. GALTON, F. (1865). On stereoscopic maps, taken from models of mountainous countries. Journal of the Royal Geographical Society, 35,99–104. GALTON, F. (1875). Statistics by intercomparison with remarks on the law of frequency of error. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 49, 35–46. GALTON, F. (1877). Typical laws of heredity. Nature, 15, 492–495, 512–514, 532–533. GALTON, F. (1880). Statistics of mental imagery. Mind, 5, 301–318. GALTON, F. (1882). Report of the Anthropometric Committee. In: Report of the 51st Meeting of the British Association for the Advancement of Science, York, 1881. London, John Murray, 245–260. GALTON, F. (1885). Some results of the Anthropometric Laboratory. Journal of the Anthropological Institute, 14, 275–287. GALTON, F. (1888). Co-relations and their measurement. Proceedings of the Royal Society, London, 45, 135–145. GALTON, F. (1889). Natural inheritance. London, Macmillan. GALTON, F. and WATSON, H. W. (1874). On the probability of extinction of families. Journal of the Anthropological Institute, 4, 138–144. GAO, Z., HE, X., ZHANG, G., LI, Y. and WU, X. (1999). Investigation on the relationship between analytical precision and concentration with iteratively reweighted least-squares linear regression method. Talanta, 49, 331–337. GARDNER, L.R. and LERCHE, I. (1982). Simulation of sulfur diagenesis in anoxic marine sediments using Ricard kinetics for FeS and FeS2 formation. Computers & Geosciences, 8, 235–263. GARDNER, M. (1970). The fantastic combinations of John Conway’s new solitaire game ‘Life’. Scientiﬁc American, 223 (October), 120–123. GARRETT, R.G. (1978). An abundance model resource appraisal for some Canadian commodities. Journal of the International Association for Mathematical Geology, 10, 481–494. GARRETT, R.G. (1983). Opportunities for the 80s. Journal of the International Association for Mathematical Geology, 15, 385–398. GARRETT, R.G. (1989). The chi-square plot: a tool for multivariate outlier recognition. Journal of Geochemical Exploration, 32, 319–341. GARRETT, R.G. (2013). The ‘rgr’ package for the R Open Source statistical computing and graphics environment – a tool to support geochemical data interpretation. Geochemistry: Exploration, Environment, Analysis, 13, 355–378. GARRETT, R.G. and GOSS, T.I. (1979). The evaluation of sampling and analytical variation in regional geochemical surveys. In: WATTERSON, J.R. and THEOBALD, P.K. (eds.). Geochemi- cal Exploration 1978. Ontario, Association of Exploration Geochemists, 371–383. GARRETT, R.G. and GOSS, T.I. (1980a). The statistical appraisal of survey effectiveness in regional geochemical surveys for Canada’s uranium reconnaissance program. Journal of the International Association for Mathematical Geology, 12, 443–458. GARRETT, R.G. and GOSS, T.I. (1980b). UANOVA: A FORTRAN IV program for unbalanced nested analysis of variance. Computers & Geosciences, 6,35–60. GARRETT, R.G. and GRUNSKY, E.C. (2001). Weighted sums – knowledge based empirical indices for use in exploration geochemistry. Geochemistry, Exploration, Environment, Analysis, 1, 135–141. GARRETT, R.G., KANE, V.E. and ZEIGLER, R.K. (1980). The management and analysis of regional geochemical data. Journal of Geochemical Exploration, 13,115–152. 745 Bibliography

GARZA, T., LOMNITZ, C. and DE VELASCO, C.R. (1977). An interactive epicentre location procedure for the RESMAC seismic array. I. Bulletin of the Seismological Society of America, 67, 1577–1586. GASSNER, R.L. and COOPER, G.R. (1967). Note on a generalised ambiguity function. IEEE Transactions on Information Theory, IT-13, 126. GAUDIO, R., DE BARTOLO, S.G., PRIMAVERA, L., GABRIELE, S. and VELTRI, M. (2006). Lithologic control on the multifractal spectrum of river networks. Journal of Hydrology, 327, 365–375. GAUSS, C.F. (1799 [1876]). Demonstratio nova theorematis omnem functionem algebraicam rationalem integram unius variabilis in factores reales primi vel secundi gradus resolvi posse [This demonstration is a new proof of the theorem that every integral rational algebraic function of one variable can be decomposed into real factors of the first or second degree]. Doctoral dissertation, University of Helmstedt, Helmstedt, C.G. Fleckeisen. In: Carl Friedrich Gauss Werke herausgegeben von der Konigliche€ Gesellschaft der wissenschaften zu Gottingen.€ Gottingen,€ W.F. Kaestner. v. III, 1–30. GAUSS, C.F. (1801). Disquisitiones arithmeticae [Arithmetical investigations]. Leipzig, Gerh. Fleischer Jr. GAUSS, C.F. (1805 [1866]). Nachlass. Teoria interpolationis methodo nova tractata [Interpolation method treated by a new theory]. In: Carl Friedrich Gauss Werke herausgegeben von der Konigliche€ Gesellschaft der wissenschaften zu Gottingen.€ Gottingen,€ W.F. Kaestner. v. III, 265–330. GAUSS, C.F. (1809a). Theoria motus corporum coelestium in sectionibus conicis solem ambientium [Theory of the motion of the heavenly bodies moving about the Sun in conic sections]. Hamburg, F. Perthes and I.H. Besser. GAUSS, C.F. (1809b [1857]). Determination of an orbit satisfying as nearly as possible any number of observations whatever. In: Theory of the motion of the heavenly bodies moving about the Sun in conic sections [translated from Latin by C.H. DAVIS]. Boston, MS, Little, Brown & Co, 249–273. GAUSS, C.F. (1810 [1874]). Disquisitio de elementis ellipticis Palladis ex opposiotionibus annorum 1803, 1804, 1805, 1807, 1808, 1809 [Treatise on the elliptical elements of Pallas based on the oppositions in the years 1803.]. In: Carl Friedrich Gauss Werke herausgegeben von der Konigliche€ Gesellschaft der wissenschaften zu Gottingen. Gottingen,€ W.F. Kaestner. v. VI, 3–24. GAUSS, C.F. (1813 [1867]). Theoria attractionis corporum sphaeroidicorum ellipticorum homogeneorum: methodo novo tractata [A new method to determine the attraction of an elliptical spheroidal body]. In: Carl Friedrich Gauss Werke herausgegeben von der Konigliche€ Gesell- schaft der wissenschaften zu Gottingen. Gottingen,€ W.F. Kaestner. v.V,1–22. GAUSS, C.F. (1828). Bestimmung des Breitenunterschiedes zwischen den Sternwarten von Gottingen€ und Altona durch Beobachtungen am Ramsdenschen Zenithsector [Determining the distance between the Gottingen€ and Altona Observatories by means of the Ramsden Zenith Sector]. Gottingen,€ Vandenhoeck & Ruprecht. GAUSS, C.F. (1830). Principia generalia theoriae figurae fluidorum in statu aequilibrii [The principles of general theories concerning fluids in a state of equilibrium]. Gottingen,€ Dieterichschen Buchhandlung. GAUSS, C.F. (1831 [1863]). Theoria residuorum biquadraticorum. Commentatio secunda [Theory of biquadratic residues. Second book] In: Carl Friedrich Gauss Werke herausgegeben von der Koniglichen Gesellschaft der Wissenschaften zu. v. II.Gottingen,€ Dieterischen Universitats- Druckerei, 93–148. GAUSS, C.F. (1838). Allgemeine Theorie des Erdmagnetismus [General theory of terrestrial magnetism]. In: GAUSS, C.F. and WEBER, W. (eds.). Resultate aus den Beobachtungen des magnetischen Vereins im Jahre 1838.Gottingen,€ Dieterichschen Buchhandlung, 1–57. 746 Bibliography

GAUSS, C.F. (1841). General theory of terrestrial magnetism. In: TAYLOR, R (ed.). Scientific Memoirs, selected from the Transactions of Foreign Academies of Science and Learned Societies, and from Foreign Journals. v. 2. London, R. and J.E. Taylor, 184–251, 313–316. GAUSS, C.F. (1876). In: Carl Friedrich Gauss Werke, v. III [Analysis].Gottingen,€ Konigliche€ Gesellschaft für Wissenschaften, 3–31. GAUSS, C.F. and WEBER, W. (1837). Resultate aus den Beobachtungen des magnetischen Vereins in Jahre 1836 [Results from the observations of the Magnetic Association in 1836]. Gottingen,€ Dieterichschen Buchhandlung. GAVALAS, G.R., SHAH, P.C. and SEINFELD, J.H. (1976). Reservoir history matching by Bayesian estimation. Society of Petroleum Engineers Journal, 16, 337–350. GAY, S.P. (1971). Morphological study of geophysical maps by viewing in three dimensions. Geophysics, 36, 396–414. GEAR, G.W. (1964). Optimization of the address field compilation in the ILLIAC 2 assembler. The Computer Journal, 6, 332–335. GEER, M. R. and YANCY, H. F. (1938). Expression and interpretation of the size composition of coal. Technical Publication 948, New York, NY, American Institute of Mining Engineers. GEIGER, D.L. and GROVES, L.T. (1999). Review of fossil abalone (Gastropoda: Vetigastropoda: Haliotidae) with comparison to recent species. Journal of Palaeontology, 73, 872–885. GEISSER, S. (1975). The predictive sample reuse method with application. Journal of the American Statistical Association, 70, 320–328. GELFAND, A.E. and SMITH, A.F.M. (1990). Sampling based approaches to calculating marginal densities. Journal of the American Statistical Association, 85, 398–409. GEL’FAND, I.M. and LEVITAN, B.M. (1955). On the determination of a differential equation from its spectral function [transl. from: Izvestiya Rossiiskoi Akademii Nauk. SSSR, Seriya Mathematicheskaya, 15, 309–360 (1951)]. American Mathematics Society Translations, 1, 253–304. GELLIBRAND, H. (1635). A discourse mathematical on the variation of the magneticall needle. Together with its admirable diminution discovered. London, William Jones. GEMAN, S. and GEMAN, D. (1984). Stochastic relaxation, Gibbs distributions and the Bayesian restoration of images. IEEE Transactions on Pattern Analysis and Machine Intelligence, PAMI-6, 721–741. GENOVESE, C.R. (2006). Measures [online: http://www.stat.cmu.edu/~genovese/class/iprob-S06/ readings/apM.pdf]. GENTLE, J.E. (1998). Random number generation and Monte Carlo methods. New York, NY, Springer-Verlag. GENTLE, J.E. (2003). Random number generation and Monte Carlo methods. 2nd edn., New York, NY, Springer. GENTLEMAN, R. and CROWLEY, J. (1991). Graphical methods for censored data. Journal of the American Statistical Association, 86, 678–683. GENTLEMAN, W.M. and SANDE, G. (1966). Fast Fourier Transforms – for fun and profit. In: American Federation of Information Processing Societies: Proceedings of the AFIPS ’66 Fall Joint Computer Conference, November 7–10, 1966, San Francisco, California, USA. AFIPS Conference Proceedings 29, Spartan Books, Washington, DC, 563–578. GENTON, M.G. (1998). Highly robust variogram estimation. Mathematical Geology, 30, 213–221. GENTON, M.G. and KLEIBER, W. (2015). Cross-covariance functions for multivariate geostatistics. Statistical Science, 30, 147–163. GEPHART, J.W. and FORSYTH, D.W. (1984). An improved method for determining the regional stress tensor using earthquake focal mechanism data: Application to the San Fernando earthquake sequence. Journal of Geophysical Research, ser. B, 89, 9305–9320. 747 Bibliography

GERLING, E.K. (1942). Age of the earth according to radioactivity data. Comptes Reundu (Doklady) de l’Acade´mie des Sciences de l’URSS, 34, 259–261. GERTSBAKH, I.B. and KORDONSKY, K.B. (1969). Models of failure. New York, NY, Springer- Verlag. GHIL, M. and CHILDRESS, S. (1987). Topics in geophysical fluid dynamics: Atmospheric dynamics, dynamo theory, and climate dynamics. New York, NY, Springer-Verlag. GHIORSO, M.S. (1983). LSEQIEQ: A FORTRAN IV subroutine package for the analysis of multiple linear regression problems with possibly deficient pseudorank and linear equality and inequality constraints. Computers & Geosciences, 9, 391–416. GHIORSO, M.S. (1985). Chemical mass transfer in magmatic processes. I. Thermodynamic relations and numerical algorithms. Contributions to Mineralogy and Petrology, 90, 107–120. GHIORSO, M.S. and CARMICHAEL, I.S.E. (1985). Chemical mass transfer in magmatic processes. II. Applications in equilibrium crystallization, fractionation and assimilation. Contributions to Mineralogy and Petrology, 90, 121–141. GHOLIPOUR, A., LUCAS, C. and ARRABI, B.N. (2004). Black box modelling of magnetospheric dynamics to forecast geomagnetic activity. Space Weather, 2, S07001 [online: http://dx.doi.org/ 10.1029/ 2003SW000039]. GIANI, G.P. (1992). Rock slope stability analysis. Rotterdam, A.A. Balkema. GIBBONS, R.D. (1994). Statistical methods for groundwater monitoring. New York, NY, John Wiley & Sons. GIBBS, J.W. (1873). Graphical methods in the thermodynamics of fluids. Transactions of the Connecticut Academy of Arts and Sciences, 2, 309–342. GIBBS, J.W. (1876). On the equilibrium of heterogeneous substances. Transactions of the Connecticut Academy of Arts and Sciences, 3, 108–248. GIBBS, J.W. (1878a). On the equilibrium of heterogeneous substances. American Journal of Science, 8, 441–458. GIBBS, J.W. (1878b). On the equilibrium of heterogeneous substances (concluded). Transactions of the Connecticut Academy of Arts and Sciences, 3, 343–524. GIBBS, J.W. (1881–84). Elements of vector analysis: arranged for the use of students in physics. 2 vols. New Haven, CO, Privately printed [reprinted in: Bumstead, H.A. and Van Naafe, R.G. (eds.). 1906. The scientific papers of J. Willard Gibbs. Longmans, Green & Co., London]. GIBBS, J.W. (1898). Fourier’s series [letter to the editor]. Nature, 59, 200. GIBBS, J.W. (1899). Fourier’s series [letter to the Editor]. Nature, 59, 606. GIBBS, J.W. (1902). Elementary principles in statistical mechanics. Developed with special reference to the rational foundation of thermodynamics. New York, NY, Charles Scribner’s sons. GIBBS, R.J., MATTHEWS, M.D. and LINK, D.A. (1971). The relationship between sphere size and settling velocity. Journal of Sedimentary Petrography, 41,7–18. GIBRAT, R. (1931). Le´s ine´galite´s economiques [Economic inequalities]. Paris, Recueil Sirey. GIBSON, G.A. and PINKERTON, P.W. (1929). Elements of analytical geometry: Graphs and curve tracing. London, Macmillan. GIBSON, R. (1792). Treatise of practical surveying. 9th edn., Philadelphia, Joseph Crukshank. GILANI, S.-O. and SATTARVAND, J. (2016). Integrating geological uncertainty in long-term open pit mine production planning by ant colony optimization. Computers & Geosciences, 87,31–40. GILBERT, E.N. (1962). Random subdivisions of space into crystals. The Annals of Mathematical Statistics, 33, 958–972. GILBERT, F. and BACKUS, G. (1965). The rotational splitting of the free oscillations of the Earth, 2. Reviews of Geophysics, 3,1–9. GILBERT, J.S. and SPARKS, R.S.J. (eds.) (1998). The physics of explosive volcanic eruptions. Special Publication 145. London, The Geological Society of London. 748 Bibliography

GILBERT, P.F.C. (1972). Iterative methods for the reconstruction of three-dimensional objects from projections. Journal of Theoretical Biology, 36, 105–117. GIL-BESCÓS, E., EGOZCUE, J.J., PAWLOWSKY-GLAHN, V. and AGTERBERG, F. (1998). An extreme value approach to scaling biostratigraphic events. In: BUCCIANTI, A., NARDI, G. and POTENZA, R. (eds.). Proceedings of IAMG’98, The Fourth Annual Conference of the Interna- tional Association for Mathematical Geology, v. 1. Naples, De Frede Editore, 767–772. GILL, D. (1970). Application of a statistical zonation method to reservoir evaluation and digitized- log analysis. Bulletin of the American Association of Petroleum Geologists, 54, 719–729. GILL, D. (1993). Discrimination of sedimentary facies by association analysis. Mathematical Geology, 25, 471–482. GILL, D., BOEHM, S. and EREZ, Y. (1976). ASSOCA: FORTRAN IV program for Williams and Lambert association analysis with printed dendrograms. Computers & Geosciences, 2, 219–247. GILLARD, J. and ISLES, T. (2009). Methods of fitting straight lines where both variables are subject to measurement error. Current Clinical Pharmacology, 4, 164–171. GILLISPIE, C.C. (ed.) (1970–1980). Dictionary of Scientific Biography. v. 1–16. New York, NY, Charles Scribner’s Sons. GINZBURG, V.L. and ZHELEZNYAKOV, V.V. (1959). On the propagation of electromagnetic waves in the Solar corona, taking into account the influence of the magnetic field. Soviet Astronomy, 3, 235–246. GLAISHER, J.W. (1871). On a class of definite integrals. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 42, 294–302. GODEFROY, M. (1901). La fonction Gamma; Theorie, Histoire, Bibliographie [The Gamma function; theory, history, bibliography]. Paris, Gauthier-Villars. GODFREY, M.D. (1965). An exploratory study of the bi-spectrum of economic time series. Journal of the Royal Statistical Society, London. ser. C. Applied Statistics, 14,48–69. GOGORZA, C.S.G., SINITO, A.M., DI TOMMASO, I., VILAS, J.F., CREER, K.M. and NUÑEZ, H. (1999). Holocene geomagnetic secular variations recorded by sediments from Escondido Lake (south Argentina). Earth, Planets and Space, 51,93–106. GOLDBERG, D. (1991). What every computer scientist should know about floating-point arithmetic. Computing Surveys, 23,5–48. GOLDBERGER, A.S. (1962). Best linear unbiased prediction in the generalized linear regression model. Journal of the American Statistical Association, 57, 369–375. GOLDSCHMIDT, V. (1887). Ueber Projection und graphische Krystallberechnung [On projection and graphical calculation of crystals]. Berlin, Springer. GOLDSTINE, H.H. (1972). The computer from Pascal to von Neumann. Princeton, NJ, Princeton University Press. GOLDSTINE, H.H. (1977). A history of numerical analysis from the 16th through the 19th Century. New York, NY, Springer-Verlag. GOLDSTINE, H.H. and VON NEUMANN, J. (1947). Planning and coding of problems for an electronic computing instrument, Part II, Volume 1. Princeton, N.J., Institute for Advanced Study [In: TAUB, A. (ed.). (1963). John von Neumann collected works. Vol 5. London, Macmillan, 80–151]. GOLDSTONE, F. (1934). Mapping of geological structure by the reflection of elastic waves. In: Proceedings of the 1st World Petroleum Congress, 18–24 July, 1933, Institute of Petroleum, London, 155–162. GOLTZ, C., TURCOTTE, D.L., ABAIMOV, S.G., NADEAU, R.M., UCHIDA, N. and MATSUZAWA, T. (2009). Rescaled earthquake recurrence time statistics: Application to microrepeaters. Geophysical Journal International, 176, 256–264. 749 Bibliography

GOLUB, G.H. (2009). The QR algorithm: 50 years later – its genesis by John Francis and Vera Kublanovskaya, and subsequent developments. IMA Journal of Numerical Analysis, 29, 467–485. GOLUB, G.H. and KAHAN, W. (1965). Calculating the singular values and pseudo-inverse of a matrix. SIAM Journal on Numerical Analysis, 2, 205–224. GOLUB, G.H. and O’LEARY, D.P. (1989). Some history of the conjugate gradient and Lanczos algorithms: 1948–1976. SIAM Review, 31,50–102. GOLUB, G.H. and REINSCH, C. (1970). Singular value decomposition and least squares solution. Numerische Mathematik, 14, 403–420. GOLUBITSKY, M., STEWART, I. and SCHAEFFER, D.G. (1985). Singularities and groups in bifurcation theory. I. New York, NY, Springer-Verlag. GÓMEZ-HERNÁNDEZ, J.J. and DEUTSCH, C.V. (eds.) (1999). Modelling subsurface ﬂow. Math- ematical Geology, 31, 747–928. GÓMEZ-HERNÁNDEZ, J.J. and SRIVASTAVA, R.M. (1990). ISIM3D: An ANSI-C three-dimensional multiple indicator conditional simulation program. Computers & Geosciences, 16, 395–440. GOMPERTZ, B. (1871). On one uniform law of mortality from birth to extreme old age, and on the law of sickness. Journal of the Institute of Actuaries and Assurance Magazine, 16, 329–344. GONZALEZ, R.C. and WINTZ, P.A. (1987). Digital image processing. Reading, MS, Addison- Wesley. GOODACRE, R. (1828). A glossary: or explanation of the principal terms used in the sciences of astronomy and geography; with a description of the principal stars and constellations of the Heavens. 5th edn., Nottingham, Sutton & Son. GOODEVE, C. (1948). Present and future of operational research. Nature, 161, 381–384. GOODFELLOW, R. and DIMITRAKOPOULOS, R. (2013). Algorithmic integration of geological uncertainty in pushback designs for complex multiprocess open pit mines. Mining Technology, 122,67–77. GOODIN, E.V. (1968). Re-integration: Synthesis. EDP in geology. Gulf Coast Association of Geological Societies Transactions, 18, 357–372. GOODMAN, A.F. (1971). Extended iterative weighted least squares: Estimation of a linear model in the presence of complications. Naval Research Logistics, 18, 243–276. GOODMAN, N.R. (1957). On the joint estimation of the spectra, cospectrum and quadrature spectrum of a two-dimensional stationary Gaussian process. Scientiﬁc Paper 10, New York, NY, Engineering Statistics Laboratory, New York University [http://www.dtic.mil/dtic/tr/fulltext/ u2/134919.pdf]. GOOGLE RESEARCH (2012). Google Books Ngram Viewer (v. 2.0) [online: https://books.google. com/ ngrams/info]. GOOVAERTS, P. (1997). Geostatistics for natural resources evaluation. New York, NY, Oxford University Press. GORDON, A.D. (1973). 1973. A sequence-comparison statistic and algorithm. Biometrika, 60, 197–200. GORDON, A.D. (1980). SLOTSEQ: a FORTRAN IV program for comparing two sequences of observations. Computers & Geosciences, 6,7–20. GORDON, A.D. and BUCKLAND, S.T. (1996). A permutation test for assessing the similarity of ordered sequences. Mathematical Geology, 28, 735–742. GORDON, A.D. and REYMENT, R.A. (1979). Slotting of borehole sequences. Journal of the International Association for Mathematical Geology, 11, 309–327. GORDON, R., BENDER, R. and HERMAN, G.T. (1970). Algebraic reconstruction techniques (ART) for three-dimensional electron microscopy and X-ray photography. Journal of Theoretical Biology, 29, 471–481. 750 Bibliography

GORDON, T. and MARTIN, G. (1974). File management systems and geological field data. In: Computer use in projects of the Geological Survey of Canada. Geological Survey of Canada Paper 74-60. Ottawa, Geological Survey of Canada, 23–28. GORELICK, S.M. (1985). Contaminant transport models for groundwater quality simulation. IAHS Publication 154. In: DOWNING, R.A. and JONES, G.P. (eds.). Hydrogeology in the service of man. Proceedings of a symposium held at Cambridge, UK, 8–13 Sept. 1985. Wallingford, International Association of Hydrological Sciences, 239–249. GORTER, C.J. and KRONIG, R de L. (1936). On the theory of absorption and dispersion in paramagnetic and dielectric media. Physica, 3, 1009–1020. GOSH, M.L. (1961). On the singing phenomenon in offshore seismic experiments. Pure and Applied Geophysics, 49,61–74. GOSS, T.I. and GARRETT, R.G. (1978). A new unbalanced nested ANOVA model in geology – a down-to-earth design. In: Proceedings of the ASA Statistical Computing Section. Alexandria, VA, American Statistical Association, 360–365. GOSWAMI, J. and CHAN, A.K. (1999). Fundamentals of wavelets. New York, NY, John Wiley & Sons. GOTTARDI, G. and MESINI, E. (1987). A gas-oil reservoir model by Galerkin’s method. Journal of Petroleum Science and Engineering, 1,115–125. GOUDKOFF, P. (1926). Correlative value of the microlithology and micropalaeontology of the oil-bearing formations in the Sunset-Midway and Kearn River oil fields. Bulletin of the American Association of Petroleum Geologists, 10, 482–494. GOULD, S.J. (1966). Allometry and size in ontogeny and phylogeny. Biological Reviews, 41, 587–640. GOUPILLAUD, P.L. (1961). An approach to inverse filtering of near-surface layer effects from seismic records. Geophysics, 26, 754–760. GOUPILLAUD, P., GROSSMANN, A. and MORLET, J. (1984). Cycle-octave and related transform in seismic signal analysis. Geoexploration, 23,85–102. GOUTIS, C. and CASELLA, G. (1999). Explaining the saddlepoint approximation. The American Statistician, 53, 216–224. GOWER, J.C. (1970). A note on Burnaby’s character-weighted similarity coefficient. Journal of the International Association for Mathematical Geology, 2,39–45. GOWER, J.C. (1977). The analysis of asymmetry and orthogonality. In: BARRA, J. R., VAN CUTSEN, B., BRODEAU, F. and ROMIER, G. (eds.). Recent developments in statistics. Amsterdam, North-Holland, 109–123. GOWING, R. (1983). Roger Cotes – natural philosopher. Cambridge, Cambridge University Press. GRADSTEIN, F.M. (1996). Graphic correlation – A review. Micropaleontology, 42, 303–304. GRADSTEIN, F.M. (2005). Quantitative methods for applied microfossil biostratigraphy. In: KOUTSOUKOS, E.A.M. (ed.). Applied stratigraphy. New York, NY, Springer-Verlag, 359–386. GRADSTEIN, F.M. and AGTERBERG, F.P. (1982). Models of Cenozoic foraminiferal stratigraphy – Northwestern Atlantic margin. In: CUBITT, J.M. and REYMENT, R.A. (eds.). Quantitative stratigraphic correlation. Chichester, John Wiley & Sons, 119–173. GRADSTEIN, F.M. and AGTERBERG, F.P. (1985). Quantitative correlation in exploration micropalaeontology. In: GRADSTEIN, F.M., AGTERBERG, F.P., BROWER, J.C. and SCHWARZACHER, W.S. (eds.). Quantitative Stratigraphy. Dordrecht, Reidel, 309–357. GRADSTEIN, F.M., AGTERBERG, F.P., BROWER, J.C. and SCHWARZACHER, W.S. (eds.) (1985). Quantitative stratigraphy. Dordrecht, D. Reidel. GRADSTEIN, F.M., BOWMAN, A., LUGOWSKI, A. and HAMMER, O. (2008a). Increasing resolution in exploration biostratigraphy – Part 1. In: BONHAM-CARTER, G.F. and CHENG, Q. (eds.). Progress in Geomathematics. Berlin, Springer-Verlag, 353–367. 751 Bibliography

GRAF, J.C. (1993). Lunar soils grain size catalog. NASA Reference Publication 1265 [http://ntrs. nasa.gov/archive/nasa/casi.ntrs.nasa.gov/19930012474.pdf], Houston, TX, Johnson Space Center. GRAHAM, R.L. (1972). An efficient algorithm for determining the convex hull of a finite planar set. Information Processing Letters, 1, 132–133. GRAM, J.P. (1883). Ueber die Entwicklung reeler Funtionen in Reihen mittelst der Methode der kleinsten Quadrate [On the development of real functions in series using the method of least squares]. Journal fur die reine und angewandte Mathematik, 94,71–73. GRANATH, G. (1984). Application of fuzzy clustering and fuzzy classification to evaluate the provenance of glacial till. Journal of the International Association for Mathematical Geology, 16, 283–301. GRANET, M. and TRAMPERT, J. (1989). Large scale P-velocity structures in the Euro- Mediterranean area. Geophysical Journal International, 99, 583–594. GRANT, F. (1957). A problem in the analysis of geophysical data. Geophysics, 22, 309–344. GRANT, J.A. (1986). The isocon diagram; a simple solution to Gresen’s equation for metasomatic alteration. Economic Geology, 81, 1976–1982. GRAPS, A. (1995). An introduction to wavelets. IEEE Computational Science and Engineering, 2, 50–61. GRASSMANN, H. (1844). Die Wissenschaft der extensiven Grosse€ oder die Ausdehnungslehre, ein neuer Zwig der Mathematik. I. Die lineale Ausdehnungslehre enthaltend [The science of extensive magnitude or extension theory, a new branch of mathematics. I. Lineal extension theory]. Leipzig, Otto Wigand. GRAY, F. (1947). Pulse code communication. United States Patent Office, Patent number 2,632,058. GRAY, N.H., ANDERSON, J.B., DEVINE, J.D. and KWASNIK, J.M. (1976). Topological properties of random crack networks. Journal of the International Association for Mathematical Geology, 8, 617–626. GRAY, T.S. (1954). Applied electronics. A first course in electronics, electron tubes, and associated circuits. 2nd edn., Cambridge, MS, M.I.T. Press. GRCAR, J.F. (2011). How ordinary elimination became Gaussian elimination. Historia Mathematica, 38, 163–218. GREEN, D.G. (1981). Time series and postglacial forest ecology. Quaternary Research, 15, 265–277. GREEN, D.G. (1982). Fire and stability in the postglacial forests of southwest Nova Scotia. Journal of Biogeography, 9,29–40. GREEN, G. (1828). An essay on the application of mathematical analysis to the theories of electricity and magnetism. Nottingham, T. Wheelhouse. GREEN, P.E. Jr. (1966). Seismic discrimination. Semi-annual Technical Summary ,1 July– 31 December 1965. Report to the Advanced Research Projects Agency. ESD-TDR-65-597, Lexington, MS, Massachusetts Institute of Technology, Lincoln Laboratory. GREENACRE, M. J. and UNDERHILL, L.G. (1982). Scaling a data matrix in low-dimensional Euclidean space. In: HAWKINS, D.M. (ed.). Topics in Applied Multivariate Analysis. Cambridge, Cambridge University Press, 183–268. GREENBERG, B.G. and SARHAN, A.E. (1959). Matrix inversion, its interest and application in analysis of data. Journal of the American Statistical Association, 54, 755–766. GREENHALGH, S.A., ZHOU, B. and GREEN, A. (2006). Solutions, algorithms and inter-relations for local minimization search geophysical inversion. Journal of Geophysics and Engineering, 3, 101–113. GREENOUGH, J.D. and OWEN, J.V. (2002). A petrochemical study of basaltic layering at Henley Harbour, Labrador, using multidimensional scaling. Atlantic Geology, 38, 161–175. 752 Bibliography

GREENWOOD, H.J. (1967). The N-dimensional tie-line problem. Geochimica et Cosmochimica Acta, 31, 465–490. GREENWOOD, H.J. (1968). Matrix methods and the phase rule in petrology. In: Proceedings of the XXIIIrd International Geological Congress, v. 6, Prague, Geological Institute of the Czechoslovak Academy of Sciences, 267–279. GREENWOOD, H.J. (1975). Thermodynamically valid projections of extensive phase relationships. The American Mineralogist, 60,1–8. GREENWOOD, M. and YULE, G.U. (1920). An inquiry into the nature of frequency distributions representative of multiple happenings with particular reference to the occurrence of multiple attacks of disease or of repeated accidents. Journal of the Royal Statistical Society, 83, 255–279. GREGORY, J. (1668). Geometriae Pars Universalis, inserviens quantitatum curvarum transmutationi et mensurae [The universal geometry, thus serving quantities curves change and measures]. Padua, Pauli Frambotti. GRENANDER, V. and SZEGÖ, G. (1984). Toeplitz forms and their applications. New York, NY, Chelsea Publishing. GRESENS, R.L. (1967). Composition-volume relationships of metasomatism. Chemical Geology, 2, 47–55. GRESSLY, A. (1838). Observations géologiques sur le Jura soleurois [Geological observations in the Soleure Jura]. 1. Neue Denkschriften der allgemeinen schweizerischen Gesellschaft fur€ die gesammten Naturwissenschaften, 2,1–112. GREVILLE, T.N.E. (1959). The pseudoinverse of a rectangular or singular matrix and its application to the solution of systems of linear equations. SIAM Review, 1,38–43. GRIENBERGER, C. (1612). Prospectiva nova coelestis, seu tabulae peculiares ad asterismos in plano delineands [Prospective of a new heaven, tables of the special constellations delineated in the plane]. Rome, Bartholomeo Zannetti. GRIFFITHS, C.M. (1982). A proposed geologically consistent segmentation and reassignment algorithm for petrophysical borehole logs. In: CUBITT, J.M. and REYMENT, R.A. (eds.). Quantitative stratigraphic correlation. Chichester, John Wiley & Sons, 287–298. GRIFFITHS, J.C. (1958). Petrography and porosity of the Cow Run Sand, St. Marys, West Virginia. Journal of Sedimentary Petrology, 28,15–30. GRIFFITHS, J.C. (1960). Frequency distribution in accessory mineral analysis. Journal of Geology, 68, 353–365. GRIFFITHS, J.C. (1964). Statistical approach to the study of potential oil reservoir sandstones. In: PARKS, G.A., (ed.). Computers in the mineral industries. Proceedings of the third annual conference, June 24–June 29, 1963. Part II., Stanford, CA, Stanford University Publications, Geological Sciences, v. 9 (2), 637–668. GRIFFITHS, J.C. (1967a). Unit regional value as basis for decision-making in selecting an exploration strategy [abstract]. AAPG Bulletin, 51, 467. GRIFFITHS, J.C. (1967b). Unit regional value concept and its application to Kansas [abstract]. AAPG Bulletin, 51, 1688. GRIFFITHS, J.C. (1967c). Scientiﬁc method in the analysis of sediments. New York, NY, McGraw- Hill. GRIFFITHS, J.C. (1971). Problems of sampling in earth science. Transactions of the Institution of Mining and Metallurgy, London, ser. B, 80, 346–356. GRIFFITHS, J.C. (1978a). Mineral resource assessment using the unit regional value concept. Journal of the International Association for Mathematical Geology, 10, 441–472. 753 Bibliography

GRIFFITHS, J.C. (1978b). Some alternate exploration strategies. In: MERRIAM, D.F. (ed.). Geology Contribution 5. Geomathematics: Past, present, and prospects. Syracuse, NY, Syracuse Univer- sity, 23–36. GRIFFITHS, J.C. and DREW, L.J. (1964). Simulation of exploration programs for natural resources by models. Colorado School of Mines Quarterly, 59, 187–206. GRIFFITHS, J.C. and ONDRICK, C.W. (1968). Sampling a geological population. Kansas Geologi- cal Survey Computer Contribution 30, Lawrence, KS, Kansas Geological Survey. GRIFFITHS, J.C. and ROSENFELD, M.A. (1954). Operator variation in experimental research. Journal of Geology, 62,74–91. GRIFFITHS, L.J. (1975). Rapid measurement of digital instantaneous frequency. IEEE Transactions on Acoustics, Speech and Signal Processing, ASSP-23, 207–222. GRIFFITHS, L.J. and PRIETO-DIAZ, R. (1977). Spectral analysis of natural seismic events using autoregressive techniques. IEEE Transactions on Geoscience Electronics, GE-15,13–25. GRIFFITHS, L.J., SMOLKA, F.R. and TREMBLY, L.D. (1977). Adaptive deconvolution: a new technique for processing time-varying seismic data. Geophysics, 42, 742–759. GRILLOT, L.R. (1975). Calculation of the magnetotelluric tensor impedance: Analysis of band- limited MT signal pairs. Geophysics, 40, 790–797. GROENEVELD, R.A. (1998). A class of quantile measures for kurtosis. The American Statistician, 51, 325–329. GROHMANN, C.H. and CAMPANHA, G.A. (2010). OpenStereo: Open source, cross-platform software for structural geology analysis. Abstract no. IN31C-06. In: American Geophysical Union, Fall Meeting. San Francisco, California, 13–17 Dec 2010. Abstracts Vol 1, 6. Washington, DC, American Geophysical Union. [http://www.igc.usp.br/index. php?id¼ openstereo]. GROHMANN, C.H., SMITH, M.J. and RICCOMINI, C. (2009). Surface roughness of topography: A multi-scale analysis of landform elements in Midland Valley, Scotland. In: Proceedings of Geomorphometry 2009, 31 Aug–2 Sep 2009, Zurich,€ Switzerland.Zürich, Department of Geog- raphy, University of Zürich, 140–148. GROSHONG, R.H. (2008). 3D structural geology: A practical guide to quantitative surface and subsurface map interpretation. Berlin, Springer-Verlag. GROSSMANN, A. and MORLET, J. (1984). Decomposition of Hardy functions into square- integrable wavelets of constant shape. SIAM Journal of Applied Mathematics, 15, 723–736. GROTH, P. (1895). Physikalische krystallographie und einleitung in die krystallographische kenntniss der wichtigsten substanzen [Physical Crystallography and introduction to crystallographic knowledge of the main substances]. Leipzig, Engelmann. GRUBBS, F.E. (1950). Sample criteria for testing outlying observations. Annals of Mathematical Statistics, 21,27–58. GU, Y. and OLIVER, D.S. (2006). The ensemble Kalman filter for continuous updating of reservoir simulation models. Journal of Energy Resources Technology, 128,79–87. GUARASCIO, M. (1976). Improving the uranium deposits estimations. In: GUARASCIO, M., DAVID, M. and HUIJBREGTS, C. (eds.). Advanced geostatistics in the mining industry.. Proceedings of the NATO Advanced Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, D. Reidel, 351–367. GUBBINS, D. (2004). Time series analysis and inverse theory for geophysicists. Cambridge, Cambridge University Press. GUBBINS, D. and BLOXHAM, J. (1985). Geomagnetic field analysis. III. Magnetic fields on the core-mantle boundary. Geophysical Journal International, 80, 695–713. GUCKENHEIMER, J. and HOLMES, P. (1983). Nonlinear oscillations, dynamical systems and bifurcations of vector fields. New York, NY, Springer-Verlag. 754 Bibliography

GUEST, T. and CURTIS, A. (2009). Iteratively constructive sequential design of experiments and surveys with nonlinear parameter-data relationships. Journal of Geophysical Research. Solid Earth, 114 (B4), 2156–2202. GUEX, J. (1977). Une nouvelle méthode d’analyse biochronologiques [A new method of biochronological analysis]. Bulletin de la Socie´te´ Vaudoise des Sciences Naturelles, 73, 309–322. GUEX, J. (1991). Biochronological correlations. Berlin, Springer-Verlag. GUEX, J. and DAVAUD, E. (1984). Unitary association method: use of graph theory and computer algorithm. Computers & Geosciences, 10,69–96. GUGGENHEIM, E.A. (1965). Variations on van der Waals’ equation of state for high densities. Molecular Physics, 9, 199–200. GUIRAUD, M. and POWELL, R. (2006). P-V-T relationships and mineral equilibria in inclusions in minerals. Earth and Planetary Science Letters, 244, 683–694. GUMBEL, E.J. (1935). Les valeurs extrêmes des distributions statistiques. [The extreme values of statistical distributions]. Annales de l’institut Henri Poincare´, 5,115–158. GUMBEL, E.J. (1941a) Probability interpretation of the observed return period of floods. Transactions of the American Geophysical Union, 3, 836–850. GUMBEL, E.J. (1941b). The return period of flood flows. The Annals of Mathematical Statistics, 12, 163–190. GUMBEL, E.J. (1945). Simplified plotting of statistical observations. Transactions of the American Geophysical Union, 26,69–82. GUMBEL, E.J. (1951). Engineering applications of statistical extremes. Transactions of the New York Academy of Sciences. ser. 2. Section of mathematics and engineering, 13, 328–332. GUMBEL, E.J. (1954). Statistical theory of extreme values and some practical applications. Applied Mathematics Series Report 33. Washington, DC, National Bureau of Standards. GUNDUZ, O. and ARAL, M.M. (2005). A Dirac Delta function notation for source/sink terms in groundwater flow. Journal of Hydrological Engineering, 10, 420–427. GUNNING, J. and GLINSKY, M.E. (2007). Detection of reservoir quality using Bayesian seismic inversion. Geophysics, 72, R37–R49. GUNTER, E. (1620). Canon Triangulorum [Canon of the triangle]. London, William Jones. GUPTA, I.N. and KISSLINGER, C. (1964). Model study of explosion-generated Rayleigh waves in a half space. Bulletin of the Seismological Society of America, 54, 475–484. GUTENBERG, B. (1954). Low-velocity layers in the Earth’s mantle. Bulletin of the Geological Society of America, 65, 887–888. GUTTMAN, L. (1954). Some necessary conditions for common factor analysis. Psychometrika, 19, 149–161. GUZZETTI, F., CROSTA, G., DETTI, R. and AGLIARDI, F. (2002). STONE: a computer program for the three-dimensional simulation of rock-falls. Computers & Geosciences, 26, 1079–1093. GY, P. (1979). Sampling of particulate ores: Theory and practice. Amsterdam, Elsevier. GŸGER, H.C. (1667). Grosse Landtafel des Kantons Zurich€ [Great land board of the Canton of Zürich]. Manuscript map. Staatsarchiv des Kantons Zürich [online: http://suche.staatsarchiv. djiktzh.ch/ detail.aspx?ID¼230294]. HAAS, A. and JOUSSELIN, C. (1976). Geostatistics in petroleum industry. In: GUARASCIO, M., DAVID, M. and HUIJBREGTS, C. (eds.). Advanced geostatistics in the mining industry. Proceedings of the NATO Advanced Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, D. Reidel, 333–347. HAASEMANN, L. (1905). Bestimmung der Intensität der Schwerkraft auf 66 Stationen im Harz und seiner weiteren Umgebung [Determining the intensity of gravity at 66 stations in the Harz and its surrounding area.]. Veroffentlichung€ das Konigliche€ Preußische Geodatische€ Institut, Berlin, neue Fassung, 19,1–140. 755 Bibliography

HADWIGER, H. (1950). Minkowskische Addition und Subtraktion beliebiger Punktmengen und die Theoreme von Erhard Schmidt [Minkowski addition and subtraction of arbitrary point sets and the theorems of Erhard Schmidt]. Mathematische Zeitschrift, 53, 210–218. HAEKEL, E. (1866). Generelle morphologie der organismen [General morphology of organisms]. Berlin, Georg Reimer. HAFNER, W. (1951). Stress distributions and faulting. Geological Society of America Bulletin, 62, 373–398. HAGELBERG, T.K., PISIAS, N.G. and ELGAR, S. (1991). Linear and nonlinear couplings between orbital forcing and the marine δ18O record during the late Neogene. Palaeoceanography, 6, 729–746. HAGEMAN, S.J. (1994). Microevolutionary implications of clinal variation in the Paleozoic bryo- zoan Streblotrypa. Lethaia, 27, 209–222. HAGENS, A. and DOVETON, J.H. (1991). Application of a simple cerebellar model to geologic surface mapping. Computers & Geosciences, 17, 561–567. HAGER, D. (1917). The evidence of the Oklahoma oil fields on the anticlinal theory. Transactions of the American Institute of Mining Engineers, 57, 843–855. HAGGERTY, P.E. and OLSON, R.W. (1948). Preliminary results of a study of seismograph sensitivity requirements. Geophysics, 13,86–91. HAHN, G.J. and MEEKER, W.Q. (1991). Statistical Intervals. New York, NY, John Wiley & Sons. HAIGH, T. (2009). How data got its base: Information storage software in the 1950s and 1960s. IEEE Annals of the History of Computing, 31 (4), 6–25. HAIGH, T. (2011). Charles W. Bachman: Database software pioneer. IEEE Annals of the History of Computing, 33 (4), 70–80. HAIGH, T. (2014). Historical Reflections. Actually, Turing did not invent the computer. Communications of the ACM, 57,36–41. HAIGH, T. (2016). How Charles Bachman invented the DBMS, a foundation of our digital world. Communications of the ACM, 59 (7), 25–30. HAIGH, T., PRIESTLY, M. and ROPE, C. (2014a). Los Alamos bets on ENIAC: Nuclear Monte Carlo simulations, 1947–1948. IEEE Annals on the History of Computing, 36 (3), 42–63. HAIGH, T., PRIESTLEY, M. and ROPE, C. (2014b). Engineering “The miracle of the ENIAC”: Implementing the Modern Code Paradigm. IEEE Annals of the History of Computing, 36 (2), 41–59. HAIRER, E., NORSETT, S.P. and WANNER, G. (1994). Solving ordinary differential equations I: Nonstiff problems.. Berlin, Springer-Verlag. HAIRER, E. and WANNER, G. (1996). Solving ordinary differential equations II: Stiff and difference-algebraic problems. Berlin, Springer-Verlag. HÁJEK, J. (1961). Some extensions of the Wald-Wolfowitz-Noether theorem. The Annals of Mathe- matical Statistics, 1, 506–523. HAJIZADEH, Y. (2011). Population-based algorithms for improved history matching and uncertainty quantification of petroleum reservoirs. Doctoral dissertation, Edinburgh, Institute of Petro- leum Engineering, Heriot Watt University [online: http://www.ros.hw.ac.uk/bitstream/handle/ 10399/2423/ HajizadehY_0311_pe.pdf]. HAJIZADEH, Y., CHRISTIE, M. and DEMYANOV, V. (2011). Ant colony optimization for history matching and uncertainty quantification of reservoir models. Journal of Petroleum Science and Engineering, 77,78–92. HALD, A. (1949). Maximum likelihood estimation of the parameters of a normal distribution which is truncated at a known point. Skandinavisk Actuarietidskrift, 32,119–134. HALDANE, J.B.S. (1941). The fitting of binomial distributions. Annals of Eugenics, 11, 179–181. 756 Bibliography

HALL, A (1973). The median surface: a new type of trend surface. Geological Magazine, 110, 467–472. HALL, M. (2006). Predicting bed thickness with cepstral decomposition. The Leading Edge, 25, 199–204. HALL, P. and TITTERINGTON, D. (1988). On confidence bands in nonparametric density estimation and regression. Journal of Multivariate Analysis, 27, 228–254. HALL, W.A. (1956). An analytical derivation of the Darcy equation. Eos, Transactions of the American Geophysical Union, 37, 185–188. HALLEY, E. (1695). A most compendious and facile method for constructing the logarithms exemplified and demonstrated from the nature of numbers, without any regard to the hyperbola, with a speedy method for finding the number from the logarithm given. Philosophical Transactions of the Royal Society, London, 19,82–93. HALLEY, E. (1701). A new and correct chart shewing the variations of the compass in the Western and Southern Oceans as observed in ye year 1700 by his Maties Command. Published by William Mount and Thomas Page, London [Full-size reproduction in: THROWER, N.J.W. (ed.). The Three Voyages of Edmond Halley in the Paramore 1698–1701. London, The Hakluyt Society (1981)]. HALLEY, E. (1704). Astronomiae cometicae synopsis [A synopsis of the astronomy of comets]. Philosophical Transactions of the Royal Society, London, 24, 1882–1899. HALLEY, E. (1705). A synopsis of the astronomy of comets. London, John Senex. HALLINAN, A.J. (1993). A review of the Weibull distribution. Journal of Quality Technology, 25, 85–93. HALMOS, P.R. (1944). Random alms. The Annals of Mathematical Statistics, 15, 182–189. HALSEY, T.C., JENSEN, M.H., KADANOFF, L.P., PROCACCIA, I. and SHRAIMAN, B.I. (1986). Fractal measures and their singularities: The characterisation of strange sets. Physical Review, A33, 1141–1151. HAMILTON, W.R. (1837). On differences and differentials of functions of zero. Transactions of the Royal Irish Academy, 17, 235–236. HAMILTON, W.R. (1841). Researches respecting vibration, connected with the theory of light. Proceedings of the Royal Irish Academy, 1, 341–349. HAMILTON, W.R. (1847). On quaternions. Proceedings of the Royal Irish Academy, 3,1–16. HAMILTON, W.R. (1848). Researches concerning quaternions. First series. Transactions of the Royal Irish Academy, 21 (1), 199–296. HAMILTON, W.R. (1849). On quaternions; or on a new system of imaginaries in algebra [arts. 71–81]. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 3, 34, 425–439. HAMILTON, W.R. (1852). Appendix I. Philosophical. In: Discussions on philosophy and literature, education and university reform: chiefly from the Edinburgh Review; corrected, vindicated, enlarged, in notes and appendices. London, Longman, Brown, Green and Longmans, 577–600. HAMILTON, W.R. (1866). Elements of quaternions. London, Longmans, Green. HAMILTON, W.R. [edited by D.R. WILKINS, D.R.] (2000). On quaternions; or on a new system of imaginaries in algebra [Originally published in 18 parts in The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 3. v. 25–36 (1844–60); online: http://www. maths.tcd.ie/ pub/HistMath/People/Hamilton/OnQuat/OnQuat.pdf]. HAMMERSLEY, J.M. and HANDSCOMB, D.C. (1964). Monte Carlo methods. London, Chapman and Hall. HAMMING, R.W. (1950). Error detecting and correcting codes. The Bell System Technical Journal, 29, 147–160. HAMMING, R.W. (1977). Digital filters. Englewood Cliffs, NJ, Prentice-Hall. 757 Bibliography

HAMON, B.V. and HANNAN, E.J. (1963). Estimating relations between time series. Journal of Geophysical Research, 68, 6033–6041. HANNA, M.T. (2003). Multiple signal extraction by multiple interference attenuation in the presence of random noise in seismic array data. IEEE Transactions on Signal Processing, 51, 1683–1694. HANNAN, E.J. (1966). Spectral analysis for geophysical data. Geophysical Journal International, 11, 225–236. HANNISDAL, B. (2007). Inferring phenotypic evolution in the fossil record by Bayesian inversion. Paleobiology, 33,98–115. HANSEN, K.M. (1991). Head-banging: robust smoothing in the plane. IEEE Transactions on Geoscience and Remote Sensing, 29, 369–378. HANSEN, M.V., BOTBOL, J.M., ECKSTRAND, O.R., GAA’L, G., MAIGNAN, M., PANTASIS, T. and SINDING-LARSEN, R. (1978). Workshop on deposit modeling. Journal of the International Association for Mathematical Geology, 10, 519–532. HANSEN, P.C. (1998). Rank-deficient and discrete ill-posed problems: numerical aspects of linear inversion. Philadelphia, PA, Society for Industrial and Applied Mathematics. HANSEN, P.C. and O’LEARY, D.P. (1993). The use of the L-curve in the regularization of discrete ill-posed problems. SIAM Journal on Scientific Computing, 14, 1487–1503. HANSEN, T.M., CORDUA, K.S., LOOMS, M.K. and MOSEGAARD, K. (2013). SIPPI: A Matlab toolbox for sampling the solution to inverse problems with complex prior information. Computers & Geosciences, 52, 481–492. HARBAUGH, J.W. (1963). BALGOL program for trend-surface mapping using an IBM 7090 computer. Kansas Geological Survey Special Distribution Publication 3, Lawrence, KS, Kansas Geological Survey. HARBAUGH, J.W. (1964). BALGOL programs for calculation of distance coefficients and correlation coefficients using an IBM 7090 computer. Kansas Geological Survey Special Distribution Publication 9, Lawrence, KS, Kansas Geological Survey. HARBAUGH, J.W. (1966). Mathematical simulation of marine sedimentation with IBM 7090/7094 computers. Kansas Geological Survey Computer Contribution 1, Lawrence, KS, Kansas Geologi- cal Survey. HARBAUGH, J.W. (1972). An integrated oil-exploration decision system : an outline of the Kansas Oil Exploration System Plan. Kansas Geological Survey Technical Report, Lawrence, KS, University of Kansas. HARBAUGH, J.W. (1977). Integrated oil exploration decision systems. Journal of the International Association for Mathematical Geology, 9, 441–450. HARBAUGH, J.W. and BONHAM-CARTER, G. (1970). Computer simulation in geology. New York, NY, John Wiley & Sons. HARBAUGH, J.W., DOVETON, J.H. and DAVIS, J.C. (1977). Probability methods in oil exploration. New York, NY, Wiley-Interscience. HARBAUGH, J.W. and MERRIAM, D.F. (1968). Computer applications in stratigraphic analysis. New York, NY, John Wiley & Sons. HARDING, J.E. (1920). Calculation of ore tonnage and grade from drill-hole samples. Transactions of the American Institute of Mining Engineers, 66,117–126. HARDING, J.E. (1923). How to calculate tonnage and grade of an ore-body. Engineering and Mining Journal-Press, 116, 445–448. HARDY, P. (1984). Contribution à l’analyse quantitative des profils sismiques verticaux: inversion par mode´lisation ite´rative [Contribution to the quantitative analysis of vertical seismic profiles: inversion by iterative modelling]. Thèse de 3e cycle [PhD dissertation], Paris, Département de Sciences Physiques de la Terre, Université Pierre et Marie Curie Paris VI. 758 Bibliography

HARE, E.W., MILLER, J.R. and EDWARDS, G.R. (1985). Studies of the vegetation red reflectance edge in geobotanical remote sensing. In: TILL, S.M. and BAJZAK, D. (eds.). Proceedings of the 9th Canadian Symposium on Remote Sensing, August 14–17, 1984, St. Johns, Newfoundland. Kanata, ON, Canadian Aeronautics and Space Institute, 433–440. HARFF, J. and DAVIS, J.C. (1990). Regionalization in geology by multivariate classification. Mathematical Geology, 22, 573–588. HARFF, J. and MERRIAM, D.F. (eds.) (1993). Computerised basin analysis. New York, NY, Plenum Publishing. HARFF, J., LEMKE, W. and STATTEGGER, K. (eds.) (1999). Computerized modelling of sedimentary systems. Berlin, Springer-Verlag. HARKER, A. (1909). The natural history of igneous rocks. London, Methuen. HARKRIDER, D.G. (1964). Surface waves in multilayered elastic media. I. Rayleigh and Love waves from buried sources in a multilayered elastic half-space. Bulletin of the Seismological Society of America, 54, 627–679. HARKRIDER, D.G. and ANDERSON, D.L. (1962). Computation of surface wave dispersion for multilayered anisotropic media. Bulletin of the Seismological Society of America, 52, 321–332. HARLAND, W.B., COX, A.V., LLEWELLYN, P.G., PICTON, C.A.G., SMITH, A.G. and WALTERS, R. (1982). A geologic time scale. Cambridge, Cambridge University Press. HARLIN, J.M. (1978). Statistical moments of the hypsometric curve and its density function. Journal of the International Association for Mathematical Geology, 10,59–72. HARMAN, H.H. (1960). Modern factor analysis. Chicago, IL, University of Chicago Press. HARMAN, W.W. (1950). Relation of Nyquist diagram to pole-zero plots in the complex frequency plane. Proceedings of the Institute of Radio Engineers, 38, 1454–1455. HARRADON, H.D. (1943a). Some early contributions to the history of geomagnetism. Terrestrial Magnetism and Atmospheric Electricity, 48,3–17. HARRADON, H.D. (1943b). Some early contributions to the history of geomagnetism. IV. Terrestrial Magnetism and Atmospheric Electricity, 48, 127–130. HARRIS, D.P. (1984). Mineral resources appraisal. Oxford, Clarendon Press. HARRIS, F.J. (1975). A maximum entropy filter. United States Naval Undersea Centre, San Diego, CA, Report NUC TP 441, Ft. Belvoir, Defense Technical Information Center [online: http://www. dtic.mil/docs/ citations/ADA007482]. HARRIS, F.J. (1976). Windows, harmonic analysis, and the discrete Fourier transform. Technical Paper TP-532, San Diego, CA, United States Naval Undersea Center, Undersea Surveillance Department [online: http://www.dtic.mil/cgi-bin/GetTRDoc?AD¼ADA034956]. HARRIS, F.J. (1977). Trigonometric transforms: A unique introduction to the FFT. Technical Publication DSP-005, San Diego, CA, Scientific-Atlanta, Spectral Dynamics Division. HARRIS, F.J. (1978). On the use of windows for harmonic analysis with the discrete Fourier transform. Proceedings of the IEEE, 66,51–83. HARRIS, J. (1723). Elements of plain and spherical trigonometry; together with the principles of spherik geometry and several projections of the sphere in plano. 2nd edn., London, D. Midwinter. HARRIS, J.R. and GRUNSKY, E.C. (2015). Predictive lithological mapping of Canada’s North using Random Forest classification applied to geophysical and geochemical data. Computers & Geosciences, 80,9–25. HARRIS, T.E. (1963). The theory of branching processes. Berlin, Springer-Verlag. HARRISON, P.W. (1957). New technique for three-dimensional fabric analysis of till and englacial debris containing particles from 3 to 40 mm in size. Journal of Geology, 65,98–105. HART, D. and RUDMAN, A.J. (1997). Least-squares fit of an ellipse to anisotropic polar data: Application to azimuthal resistivity surveys in karst regions. Computers & Geosciences, 23, 189–194. 759 Bibliography

HART, P.E. (1975). Progress on a computer-based consultant. In: Advance Papers of the Fourth International Joint Conference on Artificial Intelligence. Tbilisi, Georgia, USSR, 3–8th September 1975), vol. 2, Artificial Intelligence Laboratory, Cambridge, MA, 831–841. HART, P.E., DUDA, R.O. and EINAUDI, M.T. (1978). PROSPECTOR – a computer-based consultation system for mineral exploration. Journal of the International Association for Mathematical Geology, 10, 589–610. HARTE, D. and VERE-JONES, D. (2005). The entropy score and its use in earthquake forecasting. Pure and Applied Geophysics, 162, 1229–1253. HARTER, H.L. (1960). Circular error probabilities. Journal of the American Statistical Association, 55, 723–731. HARTER, H.L. (1984). Another look at plotting positions. Communications in Statistics – Theory and Methods, 13, 1613–1633. HARTIGAN, J.A. (1975). Clustering algorithms. New York, NY, John Wiley & Sons. HARTLEY, B.M. (2002). Exact travel time calculations for simple three-dimensional earth models in seismic exploration using computer algebra. Computers & Geosciences, 28, 327–336. HARTLEY, R.V.L. (1928). Transmission of information. Bell System Technical Journal, 7, 535–563. HARTMANN, W.K. (1967). Secondary volcanic impact craters at Kapoho, Hawaii, and comparisons with the lunar surface. Icarus, 7,66–78. HARTREE, D.R. (1952). Numerical analysis. Oxford, Clarendon Press. HARTSHORNE, C. and WEISS, P. (eds) (1933). Collected papers of Charles Sanders Pierce. vol. III. Exact logic. Cambridge, MA, Harvard University Press. HARTZELL, F.Z. (1924). The use of biometric methods in the interpretation of Codling Moth experiments. Journal of Economic Entomology, 17, 183–192. HARVEY, A.C. (1977). A comparison of preliminary estimators for robust regression. Journal of the American Statistical Association, 72, 910–913. HARVEY, A.C. (1999). Forecasting, structural time series models and the Kalman filter. Cambridge, Cambridge University Press. HARVEY, A.P. and DIMENT, J.A., (eds.). (1979). Geoscience information. A state-of-the-art review. In: Proceedings of the 1st International Conference on Geological Information. London, 10–12 April, 1978, The Broad Oak Press, Heathfield, Sussex. HARVEY, G. (1822). On the method of minimum squares, employed in the reduction of experiments, being a translation of the appendix to an essay of Legendre’s entitled, “Nouvelles methodes pour la determination des orbites des cometes,” with remarks. The Edinburgh Philosophical Journal, 7, 292–301. HARVEY, P.K. (1974). The detection and correction of outlying determinations that may occur during geochemical analysis. Geochimica et Cosmochimica Acta, 38, 435–451. HARVEY, P.K. (1981). A simple algorithm for the unique characterization of convex polygons. Computers & Geosciences, 387–392. HASTIE, T.J. and TIBSHIRANI, R.J. 1990. Generalised additive models. Monographs in statistics and probability 43. New York, NY, Chapman and Hall. HASTINGS, N.A.J. and PEACOCK, J.B. (1974). Statistical distributions. New York, NY, John Wiley & Sons. HASTINGS, W.K. (1970). Monte Carlo sampling methods using Markov chains and their applications. Biometrika, 57,97–109. HATTINGH, M. (1988). A new data adaptive filtering program to remove noise from geophysical time- or space-series data. Computers & Geosciences, 14, 467–480. HATTINGH, M. (1989). The use of data-adaptive filtering for noise removal on magnetotelluric data. Physics of the Earth and Planetary Interiors, 53, 239–254. 760 Bibliography

HATTINGH, M. (1990). Robust, data‐adaptive filtering algorithms for geophysical noise problems. In: SEG Technical Program Expanded Abstracts 1990. Tulsa, OK, Society of Exploration Geophysicists, 1715–1718. HATTORI, I. (1985). Probabilistic aspects of micropaleontologic assemblage zones. Journal of the International Association for Mathematical Geology, 17, 167–175. HAUBRICH, R.A. (1965). Earth noise, 5 to 500 millicycles per second. 1. Spectral stationarity, normality and nonlinearity. Journal of Geophysical Research, 70, 1415–1427. HAUBRICH, R.A. and IYER, H.N. (1962). A digital seismograph system for measuring earth noise. Bulletin of the Seismological Society of America, 52,87–93. HAUBRICH, R.A. and MACKENZIE, G.S. (1965). Earth noise, 5 to 500 millicycles per second. 2. Reaction of the Earth to oceans and atmosphere. Journal of Geophysical Research, 70, 1429–1440. HAUGHTON, S. (1858). On the physical structure of the Old Red Sandstone of the County of Waterford, considered with relation to cleavage, joint surfaces, and faults. Philosophical Transactions of the Royal Society, London. 148, 333–348. HAUGHTON, S. (1864). On the joint-systems of Ireland and Cornwall and their mechanical origin. Philosophical Transactions of the Royal Society, London, 154, 363–411. HAUSDORFF, F. (1918). Dimension und äusseres Mass [Dimension and exterior measure]. Mathematische Annalen, 79, 157–179. HAUSMAN, L.F. and SCHWARZSCHILD, M. (1947). Automatic integration of linear sixth-order differential equations by means of punched-card machines. Review of Scientific Instruments, 18, 877–883. HAÜY, [R.J.] L’Abbe (1821). Traiteé´le´mentaire de physique [Elementary text on physics]. Paris, Bachelier et Huzard. HAVILAND, E.K. (1935). On the inversion formula for Fourier-Stieltjes transforms for more than one dimension. II. American Journal of Mathematics, 57, 382–388. HAWKES, A.G. (1971a). Spectra of some self-exciting and mutually exciting point processes. Biometrika, 58,83–90. HAWKES, A.G. ( 1971b). Point spectra of some mutually exciting point processes. Journal of the Royal Statistical Society, ser. B, 33, 438–443. HAWKES, A.G. (1972). Spectra of some mutually exciting point processes with associated variables. In: LEWIS, P.A.W. (ed.). Stochastic point processes. New York, NY, John Wiley & Sons, 261–271. HAWKES, H.E. (1957). Principles of geochemical prospecting. United States Geological Survey Bulletin 1000-F, Washington, DC, United States Government Printing Office. p. 225–355. HAWKINS, D.M. (1984). A method for stratigraphic correlation of several boreholes. Journal of the International Association for Mathematical Geology, 16, 393–406. HAWKINS, D.M. and MERRIAM, D.F. (1973). Optimal zonation of digitised sequential data. Journal of the International Association for Mathematical Geology, 5, 389–395. HAWKINS, D.M. and MERRIAM, D.F. (1974). Zonation of multivariate sequences of digitized geologic data. Journal of the International Association for Mathematical Geology, 6, 263–269. HAWKINS, D.M. and TEN KROODEN, J.A. (1979). Zonation of sequences of heteroscedastic multivariate data. Computers & Geosciences, 5, 189–194. HAY, W.W. (1972). Probabilistic stratigraphy. Eclogae Geologicae Helvetiae, 65, 255–266. HAY, W.W. and SOUTHAM, J.R. (1978). Quantifying biostratigraphic correlation. Annual Review of Earth and Planetary Sciences, 6, 353–375. HAYES, B. (2002). Statistics of deadly quarrels. American Scientist, 90,10–15. HAZEL, J.E. (1970). Binary coefficients and clustering in biostratigraphy. Bulletin of the Geological Society of America, 81, 8287–8252. 761 Bibliography

HAZEL, J.E., MUMMA, M.D. and HUFF, W.J. (1980). Ostracod biostratigraphy of the Lower Oligocene (Vicksburgian) of Mississippi and Alabama. Gulf Coast Association of Geological Societies Transactions, 30, 361–401. HAZEN, A. (1914). Storage to be provided in impounding reservoirs for municipal water supply. Transactions of the American Society of Civil Engineers, 77, 1539–1640 [Discussion 1641–1669]. HAZEN, S.W., Jr. (1958). A comparative study of statistical analysis and other methods of computing ore reserves, using analytical data from Maggie Canyon manganese deposit, Artillery Mountains region, Mohave County, Ariz. Bureau of Mines Report of Investigations 5375, Washington, DC, United States Government Printing Office. HEADLEE, A.J.W. and JOSEPH, J.S. (1931). Permeability, porosity, oil and water content of natural gas reservoirs. West Virginia Geological Survey Bulletin no. 8, Morgantown, WV, West Virginia Geological Survey. HEALEY, M.J.R. and BOGERT, B.P. (1963). FORTRAN subroutines for time series analysis. Communications of the ACM, 6,32–34. HEALY, M.J.R. (1963). Programming multiple regression. The Computer Journal, 6,57–61. HEAVISIDE, O. (1892a). On the forces, stresses, and fluxes of energy in the electromagnetic field. Philosophical Transactions of the Royal Society, London, ser. A, 183, 423–480. HEAVISIDE, O. ( 1892b). Electrical papers. v. 1. London, Macmillan. HEAVISIDE, O. (1892c). On operators in physical mathematics. Part I. Proceedings of the Royal Society, London, 52, 504–529. HEAVISIDE, O. (1893). On operators in physical mathematics. Part II. Proceedings of the Royal Society, London, 54, 105–142. HEAVISIDE, O. (1899). Generalised differentiation and divergent series. In: Electromagnetic theory. London, The Electrician Printing and Publishing Co., 434–492. HECTOR, B. and HINDERER, J. (2016). pyGrav: a Python-based program for handling and processing relative gravity data. Computers & Geosciences, 91,90–97. HEIDEMAN, M.T., JOHNSON, D.H. and BURRUS, C.S. (1984). Gauss and the history of the FFT. IEEE Transactions on Acoustics, Speech and Signal Processing, 1,14–21. HEIL, C. and WALNUT, D.F. (eds.) (2006). Fundamental papers in wavelet theory. Princeton, NJ, Princeton University Press. HEILAND, C.A. (1928). Geophysical methods of prospecting, with special reference to magnetic, radioactive, and electrical methods. Terrestrial Magnetism and Atmospheric Electricity, 33, 135–140. HEILAND, C.A. (1940). Geophysical exploration. New York, Prentice-Hall. HEILBRONNER, R. and BARRETT, S. (2014). Image analysis in earth Sciences. Microstructures and textures of earth materials. Berlin, Springer-Verlag. HEKTOEN, A.-L. and HOLDEN, L. (1997). Bayesian modelling of sequence stratigraphic bounding surfaces. In: BAAFI, E.Y. and SCHOFIELD, N.A. (eds.). Geostatistics Wollongong ’96. v. 1. Dordrecht, Kluwer Academic, 339–349. HELMERT, F.R. (1876). Uber die Wahrscheinlichkeit der Potenzsummen der eobachtungsfehler und über einige damit im Zusammenhange stehende Fragen [Concerning the likelihood of the power sums of the errors of observation and some related issues]. Zeitschrift fur€ Angewandte Mathematik und Physik, 21, 192–218. HELMHOLTZ, H. (1859). Theorie der Luftschwingungen in Rohren mit offenen Enden [Theory of vibration of air in tubes with open ends]. Journal fur€ die Reine und Angewandte Mathematik, 57, 1–72. HELSEL, D.R. (2005). Nondetects and data analysis. Hoboken, NJ, Wiley-Interscience. HELSEL, D.R. and HIRSCH, R.M. (1992). Statistical methods in water resources. Amsterdam, Elsevier. HELSTROM, C.W. (1960). Statistical theory of signal detection. New York, NY, Pergamon Press. 762 Bibliography

HENDERSON, P. (1984). General geochemical properties and abundances of the rare earth elements. In: HENDERSON, P. (ed.). Rare earth element geochemistry. Developments in geochemistry 2. Amsterdam, Elsevier, 1–32. HENDERSON, R.G. (1960). A comprehensive system of automatic computation in magnetic and gravity interpretation. Geophysics, 25, 569–585. HENDERSON, R.G. and ZIETZ, I. (1949). The computation of second vertical derivatives of geomagnetic fields. Geophysics, 14, 508–516. HENERY, R.J. (1994). Classification. In: MICHIE, D., SPIEGELHALTER, D.J. and TAYLOR, C.C. (eds.). Machine learning, neural and statistical classification. New York, NY, Ellis Horwood, 6–16. HENGEVELD, R. (1990). Dynamic biogeography. Cambridge, Cambridge University Press. HENGL, T. and REUTER, H.I. (eds.) (2009). Geomorphometry. Concepts, software, applications. Developments in soil science 33. Amsterdam, Elsevier. HENLEY, S. (1976). Catastrophe theory models in geology. Journal of the International Association for Mathematical Geology, 8, 649–655. HENNIG, W. (1950). Grundzuge€ einer Theorie der phylogenetischen Systematik [Outlines of a theory of phylogenetic systematics]. Berlin, Deutscher Zentralverlag. HENNIG, W. (1966). Phylogenetic systematics [translated by D.D. DAVIS and R. ZANGERL]. Urbana, IL, University of Illinois Press. HENRION, R., HENRION, G. and ONUOHA, G.C. (1992). Multi-way principal components analysis of a complex data array resulting from physicochemical characterisation of natural waters. Chemometrics and Intelligent Laboratory Systems, 16,87–94. HEPP, V. and FRANKE, M. (1973). Paper J. Dipmeter outlines petroleum entrapment on flanks of diapiric salt dome. In:. Transactions of the SPWLA Fourteenth Annual Logging Symposium, Lafayette, Louisiana, May 6–9, 1973, Houston, TX, Society of Professional Well Log Analysts, 1–19. HÉRAULT, J. and ANS, B. (1984). Circuits neuronaux á synapses modifiables: Décodage de messages composites par apprentissage non supervisé [Neuronal circuits with modifiable synapses: Decoding composite messages by unsupervised learning]. Comptes Rendus de l’Acade´mie des Sciences, 299 (III-13), 525–528. HERBERT, M.J., JONES, C.B. and TUDHOPE, D.S. (1995). Three-dimensional reconstruction of geoscientific objects from serial sections. The Visual Computer, 11, 343–359. HERBERT SMITH, G.F. (1907). The construction and use of the moriogram. Mineralogical Maga- zine, 14,49–53. HERDAN, G. (1960). Small particle statistics. London, Butterworths. HERGLOTZ, G. (1907). Über das Benndorfsche Problem der Fortpflanzungsgeschwindigkeit der Erdbebenstrahlen [About the Benndorf problem of the propagation velocity of seismic waves]. Physikalische Zeitschrift, 8, 145-147. HERMAN, G.T., LENT, A. and ROWLAND, S.W. (1973). ART: Mathematics and applications. Journal of Theoretical Biology, 42,1–32. HERMITE, C. (1855). Remarques sur un théorème de M. Cauchy [Remarks on a theorem of M. Cauchy]. Comptes Rendus des Seánces de l’Acade´mie des Sciences, Paris, 41, 181–183. HERMITE, C. (1856) Sur la théorie des fonctions homogènes à deux indeterminées [On the theory of homogeneous functions in two unknowns]. Journal fur€ die reine und angewandte Mathematik, 52, 1–38. HERMITE, C. (1864). Sur un nouveau développement en série de fonctions [On a new development in series of functions]. Comptes Rendus des Seánces de l’Acade´mie des Sciences, Paris, 58, 93–100. 763 Bibliography

HERRERA, I. (1964). On a method to obtain a Green’s function for a multi-layered half space. Bulletin of the Seismological Society of America, 54, 1087–1096. HERRING, J.R. (1992). TIGRIS: A data model for an object-oriented geographic information system. Computers & Geosciences, 18, 443–452. HERRING, J.R., EGENHOFER, M.J. and FRANK, A.U. (1990). Using category theory to model GIS applications. In: BRASSEL, K.E. and KISHIMOTO, H. (eds.). Proceedings of the 4th International Symposium on Spatial Data Handling, July 23–27, 1990, Zurich, Switzerland. Columbus, OH, International Geographical Union, Commission on Geographic Information Systems, Department of Geography, The Ohio State University, 820–829. HERRING, R. (1980). The cause of line splitting in Burg maximum-entropy spectral analysis. IEEE Transactions on Acoustics, Speech and Signal Processing, 28, 692–701. HERSH, A.H. (1934). Evolutionary relative growth in Titanotheres. American Naturalist, 68, 537–561. HERTZ, H. (1887). Ueber sehr schnelle electrische Schwingungen [On very rapid electric oscillations]. Wiedemann’s Annalen der Physik und Chemie, neue Fassung, 31, 421–448. HERTZ, H. (1893). Electric waves. Being researches on the propagation of electric action with finite velocity through space [translated by D.E. JONES]. London, Macmillan. HERZFELD, U.C. (1990). COVA functions for unevenly and noncorrespondingly spaced processes. Computers & Geosciences, 16, 733–749. HERZFELD, U.C. (1993). Fractals in earth sciences – Challenges and concerns. In: DAVIS, J. and HERZFELD, J.C. (eds.). Computers in geology – 25 years of progress. Oxford, Oxford University Press, 217–230. HERZFELD, U.C. (ed.) (1996). Special issue: Inverse theory in the earth sciences. Mathematical Geology, 28 (2), 133–251. HERZFELD, U.C. and MERRIAM, D.F. (1990). A map comparison technique utilizing weighted input parameters. In: Computer applications in resource estimation and assessment for metals and petroleum. Oxford, Pergamon Press, 43–52. HERZFELD, U.C. and SONDERGARD, M.A. (1988). MAPCOMP – A FORTRAN program for weighted thematic map comparison. Computers & Geosciences, 14, 699–713. HESLOP, D. and DEKKERS, M.J. (2002). Spectral analysis of unevenly spaced climatic time series using CLEAN: signal recovery and derivation of significance levels using a Monte Carlo simulation. Physics of the Earth and Planetary Interiors, 130, 103–116. HESLOP, D., DEKKERS, M.J., KRUIVER, P.P. and VAN OORSCHOT, I.H.M. (2002). Analysis of isothermal remanent magnetization acquisition curves using the expectation-maximization algorithm. Geophysical Journal International, 148,58–64. HESSE, M.A. (2012). A finite volume method for trace element diffusion and partitioning during crystal growth. Computers & Geosciences, 46,96–106. HESTENES, M.R. and STIEFEL, E. (1952). Methods of conjugate gradients for solving linear systems. Journal of Research of the National Bureau of Standards, 49, 409–436. HEWITT, E. and HEWITT, R. (1979). The Gibbs-Wilbraham phenomenon: an episode in Fourier analysis. Archives for History of the Exact Sciences, 21, 129–160. HEYDE, C. C. and SENETA, E. (1977). I. J. Bienayme´: Statistical theory anticipated. Berlin, Springer-Verlag. HILBERT, D. (1904). Grundzüge eine allgemeinen Theorie derlinearen Integralgleichungen [A broad general theory of integral equations]. Nachrichten von der Konigliche€ Gesellschaft der Wissenschaften zu Gottingen€ (Mathematisch-physikalisch Klasse), 1904,49–91. HILDEBRAND, S.T. (1981). Linear prediction error filter design. Geophysics, 46, 875–879. HILL, R.A. (1940). Geochemical patterns in Coachella Valley, California. Transactions of the American Geophysical Union, 21,46–49. 764 Bibliography

HILLS, S.J. (1988). Outline extraction of microfossils in reflected light images. Computers & Geosciences, 14, 481–488. HILTON, H. (1907). The gnomonic net. Mineralogical Magazine, 14,18–20. HILTON, H. (1917). The use of the orthographic projection in crystallography. Mineralogical Magazine, 18, 122–129. HINNOV, L.A. and GOLDHAMMER, R.K. (1991). Spectral analysis of the Middle Triassic Latemar Limestone. Journal of Sedimentary Petrology, 61, 1173–1193. HINRICHS, G. (1868). On the composition, valuation and proximate analysis of Iowa coals. In: WHITE, C.A. and HINRICHS, G. (eds.). First and second annual report of progress by the State Geologist and the Assistant and Chemist on the Geological Survey of The State of Iowa also extracts originally contributed to scientific journals as a part of the work of the Survey. Des Moines, IA, F.W. Palmer, 248–268. HINRICHS, G. (1871). The principles of pure crystallography; a lecture guide. Davenport, IA, Griggs, Watson & Day. HINSHELWOOD, C.N. (1926). The kinetics of chemical change in gaseous systems. Oxford, Clarendon Press. HINTON, G.E. and SEJNOWSKI, T.J. (1983). Optimal Perceptual Inference. In: Proceedings, IEEE Computer Society Conference on Computer Vision and Pattern Recognition, June 19–23, 1983, Silver Spring, MD, IEEE Computer Society Press, 448–453. HIPSLEY, C.A. and MÜLLER, J. (2014). Beyond fossil calibrations: realities of molecular clock practices in evolutionary biology. Frontiers in Genetics, 5, 138+ [online: https://doi.org/10.3389/ fgene. 2014.00138]. HIRATA, K., AOYAGI, M., MIKADA, H., KAWAGUCHI, K., KAIHO, Y., IWASE, R., MORITA, S., FUJISAWA, I., et al. (2002). Real time geophysical measurements on the deep seafloor using submarine cable in the southern Kurile subduction zone. IEEE Journal of Oceanic Engineering , 27, 170–181. HIRATA, T. and IMOTO, M. (1991). Multifractal analysis of spatial distribution of microearthquakes in the Kanto region. Geophysical Journal International, 107, 155–162. HIRSCH, L.M. and SCHUETTE, J.F. (1999). Graph theory applications to continuity and ranking in geologic models. Computers & Geosciences, 25, 127–139. HIRSCHFELD, H.O. (1935). A connection between correlation and contingency. Proceedings of the Cambridge Philosophical Society, 31, 520–524. HISCOCK, K.M. and BENSE, V.F. (2014). Hydrogeology. Principles and practice. 2nd edn., Hoboken, NJ, Wiley-Blackwell. HITCHCOCK, D.B. (2003). A history of the Metropolis-Hastings algorithm. The American Statisti- cian, 57, 254–257. HO, C.-H. (1991). Nonhomogeneous Poisson model for volcanic eruptions. Mathematical Geology, 23, 167–173. HOAGLIN, D.C. and WELSCH, R.E. (1978). The Hat matrix in regression and ANOVA. The American Statistician, 32,17–22. HOARE, C.A.R. and WIRTH, N. (1973). An axiomatic definition of the programming language Pascal. Acta Informatica, 2, 335–355. HOBBS, B.E., MEANS, W.D. and WILLIAMS, P.F. (1976). An outline of structural geology. New York, NY, John Wiley & Sons. HOBBS, W.H. (1914). Mechanics of formation of arcuate mountains. Journal of Geology, 22, 166–188. HOBSON, R.D. (1967). FORTRAN IV programs to determine surface roughness in topography for the CDC 3400 computer. Kansas Geological Survey Computer Contribution 14, Lawrence, KS, The University of Kansas. 765 Bibliography

HOBSON, R.D. (1972). Surface roughness in topography: Quantitative approach. In: CHORLEY, R.J. (ed.). Spatial analysis in geomorphology. London, Methuen, 225–245. HOCHSTRASSER, U.W. (1965). Orthogonal polynomials. In: ABRAMOWITZ, M. and STEGUN, I.A. (eds.). Handbook of mathematical functions. 2nd edn., New York, NY, Dover Publications, 733–802. HODGES, J.L. (1955). A bivariate sign test. The Annals of Mathematical Statistics, 26, 523–527. HOEL, P.G. (1947). Introduction to mathematical statistics. New York, NY, John Wiley & Sons. HOEPPENER, R. (1955). Tektonik im Schiefergebirge: eine Einführung [Tectonics in schist mountains: an introduction]. Geologische Rundschau, 44,26–58. HOERL, A.E. (1962). Application of ridge analysis to regression problems. Chemical Engineering Progress, 58,54–59. HOERL, A.E. and KENNARD, R.W. (1970). Ridge regression: biased estimation for nonorthogonal problems. Technometrics, 8,27–51. HOFER, V., PILZ, J. and HELGASON, T.S. (2007). Support Vector Machines for classification of aggregates by means of IR-spectra. Mathematical Geology, 39, 307–320. HÖGBOM, J.A. (1974). Aperture synthesis with a non-regular distribution of interferometer baselines. Astronomy and Astrophysics Supplement, 15, 417–426. HOHN, M.E. (1976). Binary coefficients: A theoretical and empirical study. Journal of the Interna- tional Association for Mathematical Geology, 8, 137–150. HOHN, M.E. (1993). Principal component analysis of three-way data. In: DAVIS, J.C. and HERZFELD, U.C. (eds.). Computers in geology – 25 years of progress. Oxford, Oxford Univer- sity Press, 181–194. HOHN, M.E. (1999). Geostatistics and petroleum geology. 2nd edn., Dordrecht, Klewer Academic. HOLDEN, L., HAUGE, R., SKARE, O. and SKORSTAD, A. (1998). Modeling of fluvial reservoirs with object models. Mathematical Geology, 30, 473–496. HOLLIGER, K. (1996). Fault scaling and 1/f noise scaling of seismic velocity fluctuations in the upper crystalline crust. Geology, 24, 1103–1106. HOLLIGER, K. and GOFF, J.A. (2002). A generalised model for 1/f scaling of seismic velocity fluctuations. In: GOFF, J.A. and HOLLIGER, K. (eds.). Heterogeneity in the crust and upper mantle: Nature, scaling, and seismic properties. New York, NY, Kluwer Academic, 131–154. HOLM, P.E. (1988). Petrogenetic modeling with a spreadsheet program. Journal of Geological Education, 36, 155–156. HOLM, P.E. (1990). Complex petrogenetic modeling using spreadsheet software. Computers & Geosciences, 16, 1117–1122. HOLMES, A. (1911). The association of lead with uranium in rock minerals, and its application to the measurement of geological time. Proceedings of the Royal Society, London, ser. A, 85, 248–256. HOLTZ, H. and LEONDES, C.T. (1966). The synthesis of recursive digital filters. Journal of the Association for Computing Machinery, 13, 262–280. HOLZBECHER, E. and SOREK, S. (2005). Numerical models of groundwater flow and transport. In: ANDERSON, M.G. (ed.). Encyclopaedia of hydrological sciences. Part 13, v. 4. Chichester, John Wiley & Sons, 2001–2044. HOLZNER, S. (1998). Visual Basic 6 Black Book: Indispensable problem solver. Albany, NY, Coriolis Technology Press. HOOKER, R.H. (1901). Correlations of the marriage rate with trade. Journal of the Royal Statistical Society, London, 64, 485–492. HOOVER, H. (1909). Principles of mining valuation, organization and administration. Copper, gold, lead, silver, tin and zinc. New York, NY, McGraw-Hill. HOOVER, T.J. (1948). Sampling. In: The economics of mining (non-ferrous metals). Valuation – organization – management. 3rd edn., Stanford, CA, Stanford University Press, 42–88. 766 Bibliography

HOPE, A.C.A. (1968). A simplified Monte Carlo significance test procedure. Journal of the Royal Statistical Society, ser. B, 30, 582–598. HOPF, E. (1942). Abzweigung einer periodischen Losung€ von eine stationären Losung€ eines Differentialsystems [Bifurcation of a periodic solution from a stationary solution of a system of differential equations]. Berichten der Mathematisch-Physischen Klasse des Sachsischen€ Akademie der Wissenschaften zu Leipzig, 94,1–22. HOPF, E. (1948). A mathematical example displaying features of turbulence. Communications on Applied Mathematics, 1, 303–322. HOPF, E. (1976). Bifurcation of a periodic solution from a stationary solution of a system of differential equations [translation of HOPF (1942)]. In: MARSDEN, J.E. and MCCRACKEN, M. (eds.). The Hopf bifurcation and its applications. New York, Springer, 163–193. HOPFIELD, J.J. (1982). Neural networks and physical systems with emergent collective computational abilities. Proceedings of the National Academy of Sciences of the USA, 79, 2554–2558. HOPKINS, W. (1839). Researches in physical geology. Philosophical Transactions of the Royal Society, 129, 381–423. HOPPER, G. (1953). Compiling routines. Computers and Automation, 2,1–5. HORN, B.K.P. (1981). Hill shading and the reflectance map. Proceedings of the IEEE, 69,14–46. HORTON, C.W. (1955). The structure of the noise background of a seismogram. I. Geophysics, 20, 565–584. HORTON, C.W. (1957). The structure of the noise background of a seismogram. II. Geophysics, 22, 261–267. HORTON, C.W., HEMPKINS, W.B. and HOFFMAN, A.A.J. (1964). A statistical analysis of some aeromagnetic maps from the northwestern Canadian Shield. Geophysics, 29, 582–601. HORTON, R.E. (1896). Use of the theory of probabilities. In: ADAMS, C.W. (ed.). Annual report of the State Engineer and Surveyor of the State of New York for the fiscal years ending September 30, 1896. Albany, NY, Wynkoop Hallenbeck Crawford, 841–858. HORTON, R.E. (1917). Rational study of rainfall data makes possible better estimates of water yield. Engineering News-Record,211–213. HORTON, R.E. (1945). Erosional development of streams and their drainage basins: hydrophysical approach to quantitative geomorphology. Bulletin of the Geological Society of America, 56, 275–370. HOSSACK, J.R. (1968). Pebble deformation and thrusting in the Bygdin area (S. Norway). Tectonophysics, 5, 315–339. HOTELLING, H. (1930). The consistency and ultimate distribution of optimum statistics. Transactions of the American Mathematical Society, 32, 847–859. HOTELLING, H. (1933). Analysis of a complex of statistical variables into principal components. Journal of Educational Psychology, 24, 417–441, 498–520. HOTELLING, H. (1936). Relations between two sets of variates. Biometrika, 28, 321–377. HOUGH, P. v. C. (1962). Method and means for recognizing complex patterns. United States Patent Office, Patent number 3,069,654. HOUGHTON, J.C. (1988). Use of the truncated shifted Pareto Distribution in assessing size distributions of oil and gas fields. Mathematical Geology, 20, 907–937. HOULDING, S.W. (1994). 3D geoscience modelling: Computer techniques for geological characterization. Berlin, Springer-Verlag. HOULISTON, D.J., LAUGHLIN, J., WAUGH, G. and RIDDICK, J.C. (1983). A high-speed data logger for geomagnetic applications. Computers & Geosciences, 9, 471–480. HOUSE OF COMMONS COMMITTEE ON SECRECY (1832). Report from the Committee on secrecy of the Bank of England Charter. Sessional Papers (1831–32). v. 6 (Paper 722). London, His Majesty’s Stationery Office. 767 Bibliography

HOUSE, M.R. and GALE, A.S. (eds.) (1995). Orbital forcing timescales and cyclostratigraphy.. Special Publication 85. London, The Geological Society. HOUSEHOLDER, A.S. (1953). Principles of numerical analysis. New York, NY, McGraw-Hill. HOUSEHOLDER, A.S. (1964). The theory of matrices in numerical analysis. New York, NY, Blaisdell Publishing. HOUSEHOLDER, A.S. and LANDAHL, D. (1945). Mathematical biophysics of the central nervous system. Bloomington, IL, Principia Press. HOUSNER, G.W. and MCCANN, G.D. (1949). The analysis of strong-motion earthquake records with the Electric Analog Computor. Bulletin of the Seismological Society of America, 39,47–56. HOUTERMANS, F.G. (1946). Die Isotopenhäufigkeiten im natürlichen Blei und das Alter des Urans [The isotopic abundances in natural lead and the age of the uranium]. Naturwissenschaften, 33, 185–186, 219. HOWARD, J.L. (1994). A note on the use of statistics in reporting detrital clastic compositions. Sedimentology, 41, 747–754. HOWARD, L.N. and KOPELL, N. (1976). Bifurcation of a periodic solution from a stationary solution of a system of differential equations. In: MARSDEN, J.E. and MCCRACKEN, M. (eds.). The Hopf bifurcation and its applications. New York, NY, Springer-Verlag, 163–194. HOWARTH, R.J. (1966). Calculation of mineral unit cell contents: Fortran computer program. Mineralogical Magazine, 35, 787. HOWARTH, R.J. (1971a). An empirical discriminant method applied to sedimentary rock classification. Journal of the International Association for Mathematical Geology, 3,51–60. HOWARTH, R.J. (1971b). FORTRAN IV program for grey-level mapping of spatial data. Journal of the International Association for Mathematical Geology, 3,95–121. HOWARTH, R.J. (1973a). The pattern recognition problem in applied geochemistry. In: JONES, M.J. (ed.). Geochemical Exploration 1972. Institution of Mining and Metallurgy, London, p. 259–273. HOWARTH, R.J. (1973b). Preliminary assessment of a nonlinear mapping algorithm in a geological context. Journal of the International Association for Mathematical Geology, 5,39–57. HOWARTH, R.J. (1977a). Cartography in geochemical exploration. In: ROYER, J.-J. and LEYMARIE, P., (eds.). Mise en évidence de la signature des gîtes métalliques en géochimie [Signature of ore deposits in geochemical data]. Table Ronde du C.N.R.S. sur Les Signatures en Prospection Geóchimique. Sciences de la Terre, ser. Informatique Geólogique, no. 9, Fondation Scientifique de la Géologie et de ses Applications, 105–128. HOWARTH, R.J. (1977b). Approximate levels of significance for the cos theta coefficient. Computers & Geosciences, 3,25–30. HOWARTH, R.J. (1983). Mapping. In: HOWARTH, R.J. (ed.). Statistics and data analysis in geochemical prospecting. Amsterdam, Elsevier, 111–205. HOWARTH, R.J. (1984). Statistical applications in geochemical prospecting: A survey of recent methods. Journal of Geochemical Exploration, 21,41–61. HOWARTH, R.J. (1996a). Sources for the history of the ternary diagram. British Journal for the History of Science, 29, 337–356. HOWARTH, R.J. (1996b). History of the stereographic projection and its early use in geology. Terra Nova, 8, 499–513. HOWARTH, R.J. (1998a). Graphical methods in mineralogy and igneous petrology (1800–1935). In: FRITSCHER, B. and HENDERSON, F. (eds.). Toward a history of mineralogy, petrology and geochemistry. Proceedings of the International Symposium on the History of Mineralogy, Petrol- ogy and Geochemistry, Munich, March 8–9, 1996. Studien zur Geschichte der Mathematik und der Naturwissenschaften 23. Munich, Institut für Geschichte der Naturwissenschaften, 281–307. 768 Bibliography

HOWARTH, R.J. (1988b). Improved estimators of uncertainty in proportions, point-counting and pass-fail test results. American Journal of Science, 298, 594–607. HOWARTH, R.J. (1995). Quality control charting for the analytical laboratory. Part. 1. Univariate methods. A review. The Analyst, 120, 1851–1873. HOWARTH, R.J. (1999). Measurement, portrayal and analysis of orientation data in structural geology (1670–1967). Proceedings of the Geologists’ Association, 110, 273–309. HOWARTH, R.J. (2001a). A history of regression and related model-ﬁtting in the earth sciences (1636?–2000). Natural Resources Research, 10, 241–286. HOWARTH, R.J. (2001b). Measurement, portrayal and analysis of orientation data in structural geology (1670–1967): Corrections and additions. Proceedings of the Geologists' Association, 112, 187–190. HOWARTH, R.J. (2002). From graphical display to dynamic model: Mathematical geology in the earth sciences in the 19th and 20th Centuries. In: OLDROYD, D.R. (ed.). The Earth inside and out: Some major contributions to geology in the Twentieth Century. Special publication 192. London, The Geological Society, 59–97. HOWARTH, R.J. (2003). The J-chart: a simple plot that combines the capabilities of the Shewhart and cusum charts, for use in analytical quality control. Royal Society of Chemistry, AMC Technical Brief no 12 [online: www.rsc.org/lap/rsccom/amc/amc_index.htm]. HOWARTH, R.J. (2009). Making the invisible visible: Early data display in the geological sciences. Open University Geological Society Journal, 29 (2), 70–80. HOWARTH, R.J. and EARLE, S.A.M. (1979). Application of a generalised power transformation to geochemical data. Journal of the International Association for Mathematical Geology, 11,45–62. HOWARTH, R.J. and GARRETT, R.G. (1986). The role of computing in applied geochemistry. In: THORNTON, I. and HOWARTH, R.J. (eds.). Applied geochemistry in the 1980s. London, Graham & Trotman, 163–184. HOWARTH, R.J. and GARRETT, R.G. (2010). Statistical analysis and data display at the Geochem- ical Prospecting Research Centre and Applied Geochemistry Research Group, Imperial College, London. Geochemistry: Exploration, Environment, Analysis, 10, 289–315. HOWARTH, R.J., KOCH, G.S., Jr., CHORK, C.Y., CARPENTER, R.H. and SCHUENEMEYER, J.H. (1980a). Statistical map analysis techniques applied to regional distribution of uranium in stream sediment samples from the southeastern United States for the National Uranium Resource Evaluation Program. Journal of the International Association for Mathematical Geology, 12, 339–366. HOWARTH, R.J. and LEAKE, B.E. (2002). The life of Frank Coles Phillips (1902–1982) and the structural geology of the Moine petrofabric controversy. Geological Society Memoir 23, London, The Geological Society of London. HOWARTH, R.J. and LOWENSTEIN, P.L. (1976). Three-component colour maps from lineprinter output. Transactions of the Institution of Mining and Metallurgy, London, sec. B, 85, 234–237. HOWARTH, R.J. and MCARTHUR, J.M. (1997). Statistics for Strontium isotope stratigraphy: A robust LOWESS ﬁt to the marine Sr-isotope curve for 0 to 206 Ma, with look-up table for derivation of numerical age. The Journal of Geology, 105, 441–456. HOWARTH, R.J. and MURRAY, J.W. (1969). The Foraminiferida of Christchurch Harbour, England. A reappraisal using multivariate techniques. Journal of Palaeontology, 43, 660–675. HOWARTH, R.J. and THOMPSON, M. (1976). Duplicate analysis in practice. Part 2. Examination of proposed method and examples of its use. The Analyst, 101, 699–709. HOWARTH, R.J., WHITE, C.M. and KOCH, G.S. (1980b). On Zipf’s law applied to resource prediction. Transactions of the Institution of Mining and Metallurgy, London, ser. B, 89, 182–190. HOWELL, B.F. (1949). Ground vibration near explosions. Bulletin of the Seismological Society of America, 39, 285–310. 769 Bibliography

HOWELL, B.F., ANDREWS, A.B. and HUBER, R.E. (1959). Photomechanical method of frequency analysis of seismic pulses. Geophysics, 24, 692–705. HOWELL, J.A. (1983). A FORTRAN 77 program for automatic stratigraphic correlation. Computers & Geosciences, 9,311–327. HRENNIKOFF, A. (1941). Solution of problems of elasticity by the frame-work method. ASME Journal of Applied Mechanics, 8, A619–A715. HRUŠKA, J. (1976). Current data-management systems: Problems of application in economic geology. Computers & Geosciences, 2, 299–304. HUANG, B.-S. (1992). A program for two-dimensional seismic wave propagation by the pseudospectrum method. Computers & Geosciences, 18, 289–307. HUANG, J.D., JACKSON, D.W.T. and COOPER, J.A.G. (2010). Piecewise polynomial expression of beach profiles. Journal of Coastal Research, 26, 851–859. HUANG, Q. (2004). Seismicity pattern changes prior to large earthquakes – an approach of the RTL algorithm. Journal of Terrestrial, Atmospheric and Oceanic Sciences, 15, 469–491. HUANG, Q., SOBOLEV, G.A. and NAGAO, T. (2001). Characteristics of the seismic quiescence and activation patterns before the M¼7.2 Kobe earthquake January 17, 1995. Tectonophysics, 337,99–116. HUBAUX, A. (1969). Archival files of geological data. Journal of the International Association for Mathematical Geology, 1,41–52. HUBAUX, A. and SMIRIGA-SNOECK, N. (1964). On the limit of sensitivity and the analytical error. Geochimica et Cosmochimica Acta, 28, 1199–1216. HUBBERT, A.M.K. (1948). Line-integral method of computing the gravimetric effects of two-dimensional masses. Geophysics, 13, 215–225. HUBBERT, M.K. (1956). Darcy’s Law and the field equations of the flow of underground fluids. Transactions of the American Institute of Mining Engineers, 207, 222–239. HUBBERT, M.K. (1959). Techniques of prediction with application to the petroleum industry. Preprint for presentation at the 44th Annual Meeting of the American Association of Petroleum Geologists, Dallas, Texas, Tuesday, March 17, 1959. Publication 204, Houston, TX, Shell Development Company, Exploration and Production Research Division. HUBBERT, M.K. (1987). Darcy’s Law: Its physical theory and application to entrapment of oil and gas. In: LANDA, E.R. and INCE, S. (eds.). The history of hydrology. History of Geophysics, v. 3. Washington, DC, American Geophysical Union, 1–26. HUBER, P.J. (1964). Robust estimation of a location parameter. Annals of Mathematical Statistics, 35,73–101. HUBER, P.J. (1981). Robust statistics. New York, John Wiley & Sons. HUBRAL, P. (1974). Stacking filters and their characterization in the (f–k) domain. Geophysical Prospecting, 22, 722–735. HUDSON, C.B. and AGTERBERG, F. (1982). Paired comparison models in biostratigraphy. Journal of the International Association for Mathematical Geology, 14, 141–159. HUENI, A., MALTHUS, T., KNEUBUEHLER, M. and SCHAEPMAN, M. (2011). Data exchange between distributed spectral databases. Computers & Geosciences, 37, 861–873. HUFFMAN, D. (1952). A method for the construction of mnimum-redundancy codes. Proceedings of the IRE, 40, 1098–1101. HULL, E. (1862). On iso-diametric lines, as a means of representing the distribution of sedimentary clay and sandy strata, as distinguished from calcareous strata, with special reference to the Carboniferous rocks of Britain. Quarterly Journal of the Geological Society of London, 18, 127–146. HUMBOLDT, A. von. (1811). Atlas geógraphique et physique du royaume de la Nouvelle-Espagne [Geographical and physical atlas of New Spain]. Paris, F. Schoell. 770 Bibliography

HUMPHREYS, E. and CLAYTON, R.W. (1988). Adaptation of back projection tomography to seismic travel time problems. Journal of Geophysical Research, 93, 1073–1085. HUNT, A., EWING, R. and GHANBARIAN, B. (2014). Percolation theory for flow in porous media. 3rd edn., Cham, Springer International. HUNT, J.C.R. (1998). Lewis Fry Richardson and his contributions to mathematics, meteorology, and models of conflict. Annual Reviews in Fluid Mechanics, 30,13–36. HUNTINGTON, E.V. (1919). Mathematics and statistics, with an elementary account of the correlation coefficient and the correlation ratio. The American Mathematical Monthly, 26, 421–435. HURLEY, P.M. (1950). Distribution of radioactivity in granites and possible relation to helium age measurement. Geological Society of America Bulletin, 61,1–8. HURLEY, P.M. and GOODMAN, C. (1941). Helium retention in common rock minerals. Bulletin of the Geological Society of America, 52, 545–559. HURST, H.E. (1951). Long-term storage capacity of reservoirs. Transactions of the American Society of Civil Engineers, 116, 770–799. HURST, H.E. (1955). Methods of using long-term storage in reservoirs. Proceedings of the Institution of Civil Engineers, 519–577. HURST, H.E., BLACK, R.P. and SIMAIKA, Y.M. (1965). Long-term storage: An experimental study. London, Constable. HURWITZ, A. (1895). Über die Bedingungen unter welchen eine Gleichung nur Wurzeln mit negativen reellen Teilen besitzt [On the conditions under which an equation has only roots with negative real parts]. Mathematische Annalen, 46, 273–284. HUTCHINSON, G.E. (1949). A note on two aspects of the geochemistry of carbon. American Journal of Science, 247,27–82. HUTCHINSON, J.B. (1929). The application of the ‘method of maximum likelihood’ to the estimation of linkage. Genetics, 14, 519–537. HUTCHINSON, R.I., SKINNER, D.L. and BOWES, D.R. (1976). Discriminant trace analysis of strata in the Witwatersrand System. Journal of the International Association for Mathematical Geology, 8, 413–427. HUTTON, C. (1815). A philosophical and mathematical dictionary containing an explanation of the terms, and an account of the several subjects, comprised under the heads mathematics, astronomy, and philosophy both natural and experimental. London, J. Johnson and G.G. & J. Robinson. HUXLEY, J. (1932). Problems of relative growth. London, Methuen. HUXLEY, J.S. and TESSIER, G. (1936). Terminology of relative growth. Nature, 137, 780–781. HUYGENS, C. (1690). Traite´ de lumière. Ou sont expliqueés les causes de ce qui luy arrive dans la reflexion, and dans la refraction. Et partiqulierement dans l’etrange refraction du cristal d’Islande [Treatise on light. In which are explained the causes of what happens to it in reflection and refraction, and particularly in the strange refraction of Island Spar]. Leiden, Pierre vander Aa. HYDE, E.W. (1890). The directional calculus: Based upon the methods of Hermann Grassmann. Boston, MS, Ginn & Co. HYVÄRINEN, A. and OJA, E. (2000). Independent Component Analysis: Algorithms and Applications. Neural Networks, 13,411–430. HYVÄRINEN, A., KARHUNEN, J. and OJA, E. (2001). Independent Component Analysis. Adap- tive and Learning Systems for Signal Processing, Communications and Control. New York, NY, John Wiley & Sons. IANÂS, M. and ZORILESCU, D. (1968). Solution of the direct problem in gravimetry by means of the Monte Carlo method. Geoexploration, 6, 245–249. IBBEKEN, H. (1983). Jointed source rock and fluvial gravels controlled by Rosin’s law; a grain-size study in Calabria, South Italy. Journal of Sedimentary Research, 53, 1213–1231. 771 Bibliography

IGEL, H., DEBSKI, W., DJIKPÉSŚ, H. and TARANTOLA, A. (1993). Gradient inversion of marine seismic reflection data: Parameterization and geometrical spreading. In:. SEG Technical Program 63rd Annual Meeting of the Society of Exploration Geophysicists. Extended abstracts with authors’ biographies. Tulsa, OK, Society of Exploration Geophysicists, 657–660. IHAKA, R. and GENTLEMAN, R. (1996). R: A language for data analysis and graphics. Journal of Computational and Graphical Statistics, 5, 299–314. IMAMURA, F. (2009). Tsunami modeling: Calculating inundation and hazard maps. In: BERNARD, E.N. and ROBINSON, A.R. (eds.). Tsunamis. The Sea. Ideas and observations on progress in the study of the seas. Vol. 15. Cambridge, MA, Harvard University Press, 321–332. IMBRIE, J. (1956). Biometrical methods in the study of invertebrate fossils. Bulletin of the American Museum of Natural History, 108, 215–252. IMBRIE, J. (1963). Factor and vector analysis programs for analyzing geologic data. United States Office of Naval Research, Geography Branch, Technical Report 6, ONR Task No. 389-135 [AD0420466], Evanston, IL, Northwestern University. IMBRIE, J. and POLDERVAART, A. (1959). Mineral compositions calculated from chemical analysis of sedimentary rocks. Journal of Sedimentary Petrology, 29, 588–595. IMBRIE, J. and PURDY, E.G. (1962). Classification of modern Bahamian carbonate sediments. In: HAM, W.E. (ed.). Classification of carbonate rocks: A symposium arranged by the Research Committee of the American Association of Petroleum Geologists. Including papers presented orally at Denver, Colorado, April 27, 1961. AAPG Memoir 1. Tulsa, OK, The American Associa- tion of Petroleum Geologists, 253–272. IMBRIE, J. and VAN ANDEL, T.H. (1964). Vector analysis of heavy-mineral data. Bulletin of the Geological Society of America, 75, 1131–1156. IMHOF, E. (1982). Cartographic relief presentation. New York, NY, Walter de Gruyter. INGBER, L. (1989). Very fast simulated annealing. Mathematical and Computer Modeling, 12, 967–993. INGBER, L. (1993). Simulated annealing: Practice versus theory. Mathematical and Computer Modeling, 18,29–57. INGBER, L. and ROSEN, B. (1992). Genetic algorithms and very fast simulated reannealing: a comparison. Mathematical and Computer Modeling, 16,87–100. INGERSON, E. (1938). Albite trends in some rocks of the Piedmont. American Journal of Science, 35, 127–141. INGRAM, R.E. (1960). An integral solution of the electromagnetic seismograph equation. Bulletin of the Seismological Society of America, 50, 461–465. INMAN, D.L. (1952). Measures for describing the size distribution of sediments. Journal of Sedimentary Petrology, 22, 125–145. INMAN, J.R. (1975). Resistivity inversion with ridge regression. Geophysics, 40, 798–817. INOUE, Y. and KAUFMAN, W.J. (1963). Prediction of movement of radionuclides in solution through porous media. Health Physics, 9, 705–715. INTELLICORP (1986). KEE Software Development System Training Manual. Document no. 2.1- TZ-2 (Jan. 1986), Mountain View, CA, IntelliCorp. INTERNATIONAL BUSINESS MACHINES (1954). Preliminary report: Specifications for the IBM Mathematical FORmula TRANslating system, FORTRAN. November 10, 1954. New York, NY, Programming Research Group, Applied Science Division, International Business Machines Corporation. INTERNATIONAL BUSINESS MACHINES (1957). The FORTRAN automatic coding system for the IBM 704: Programmer's primer. New York, NY, IBM Corporation. INTERNATIONAL BUSINESS MACHINES (1958). FORTRAN II for the IBM 704 data processing system: Reference manual. Form C28-6000-2. New York, NY, IBM Corporation. 772 Bibliography

INTERNATIONAL BUSINESS MACHINES (1963). IBM 7040/7094 Programming systems. MAP (Macro Assembly Program) language. IBM Systems Reference Library, File 7090-21, Form C28-6311-1, New York, NY, International Business Machines Corporation. INTERNATIONAL BUSINESS MACHINES (1966). IBM System/360 operating system: PL/I language specifications. International Business Machines Corporation. Technical Newsletter N28-0556-8, New York, NY, IBM Systems Reference Library. INTERNATIONAL BUSINESS MACHINES (1969a). IBM Data processing techniques. Flowchart- ing techniques [manual] GC20-8152-0. White Plains, New York, NY, IBM Technical Publications Department. INTERNATIONAL BUSINESS MACHINES (1969b). Flowcharting template. Form X20-8020. White Plains, New York, NY, IBM Technical Publications Department. INTERNATIONAL BUSINESS MACHINES (2014). IBM Corporate Archives: Chronological history of IBM. Timeline [online: http://www-03.ibm.com/ibm/ history/ history/history_intro. html]. INTERNATIONAL BUSINESS MACHINES (undated). Dictionary of IBM and computing terminology. Document 8307D01A [online: https://www-03.ibm.com/ibm/history/documents/pdf/glos sary.pdf]. IRVING, E. (1954). Palaeomagnetism and its application to geological and geophysical problems. New York, NY, John Wiley & Sons. IRVING, J. and KNIGHT, R. (2006). Numerical modelling of ground-penetrating radar in 2-D using MATLAB. Computers & Geosciences, 32, 1235–1534. ISAAKS, E.H. and SRIVASTAVA, R.M. (1989). Applied geostatistics. Oxford, Oxford University Press. ISLAM, M.R., MOUSSAVIZADEGAN, S.H., MUSTAFIZ, S. and ABOU-KASSEM, J.H. (2010). Advanced petroleum reservoir simulation. Salem, MA, Scrivener. IVANHOE, L.F. (1956). Integration of geological data on seismic sections. AAPG Bulletin, 40, 1016–1023. IVANHOE, L.F. (1957). Chart to check elevation factor effects on gravity anomalies. Geophysics, 22, 643–645. IVERSON, K.E. (1962). A programming language. New York, John Wiley & Sons. IVO ALVES, E., and VAZ, D. (2007). MIMS – A relational database of imagery on Mars. Computers & Geosciences, 33, 318–324. IVORY, J. (1809). On the attractions of homogeneous ellipsoids. Philosophical Transactions of the Royal Society, London, 99, 345–372. IVORY, J. (1825). On the method of least squares. The London Edinburgh and Dublin Philosophical Magazine and Journal of Science. ser. 1, 65,3–10, 81–88, 161–168. IYER, H.M. and HEALY, J.H. (1972). Evidence for the existence of locally-generated body waves in the short-period noise at the Large Aperture Seismic Array, Montana. Bulletin of the Seismologi- cal Society of America, 62,13–29. IYER, H.M. and HIRAHARA, K. (eds.) (1993). Seismic Tomography – Theory and Practice. London, Chapman and Hall. JACCARD, P. (1901). Étude comparative de la distribution florale dans une portion des Alpes et des Jura [Comparative study of the floral distribution in a portion of the Alps and Jura]. Bulletin de la Socie´te´ Vaudoise des sciences naturelles, 37, 547–579. JACCARD, P. (1908). Nouvelles recherches sur la distribution florale [New research on floral distribution]. Bulletin de la Socie´te´ Vaudoise des sciences naturelles, 44, 223–270. JACKSON, P.L. (1963). Signal enhancement through an ensemble presentation. Bulletin of the Seismological Society of America, 53, 585–591. 773 Bibliography

JACKSON, P.L. (1965). Analysis of variable-density seismograms by means of optical diffraction. Geophysics, 30,5–23. JACOB, A.F. (1975). FOLKSS: A FORTRAN program for petrographic classification of sandstones. Computers & Geosciences, 1,97–104. JACOBI, C.G.J. (1845). Ueber eine neue Auflosungsart€ der bei der Methode der kleinsten Quadrate vorkommenden lineären Gleichungen [On a new method for solving linear equations which occur in the least squares method]. Astronomische Nachrichten, 22 (20), 297–306. JACOBS, G.A., BORN, G.H., PARKE, M.E. and ALLEN, P.C. (1992). The global structure of the annual and semiannual sea surface height variability from Geosat altimeter data. Journal of Geophysical Research, 97, 17813–17828. JACOBS, G.K. and KERRICK, D.M. (1981). APL and FORTRAN programs for a new equation of state for H2O, CO2, and their mixtures at supercritical conditions. Computers & Geosciences, 7, 131–143. JACOBSEN, B.H. and PEDERSEN, L.B. (1980). Interpretation of the magnetic field from a sphere in the wavenumber domain. Pure and Applied Geophysics, 118, 1155–1169. JACOBSEN, L.S. (1929). Vibration research at Stanford University. Bulletin of the Seismological Society of America, 19,1–27. JAFFARD, S. and MEYER, Y. (1989). Bases d’ondelettes dans des ouverts de Rn [Wavelet bases in open sets of Rn]. Journal de Mathe´matiques Pures et Appliqueés, 68,95–108. JAGERS, P. (1975). Branching processes with biological applications. New York, NY, John Wiley & Sons. JAKOSKY, J.J. (1938). Continuous electric profiling. Geophysics, 3, 130–153. JANOUŠEK, V. and MOYEN, J.-F. (2014). Mass balance modelling of magmatic processes in GCDkit. In: KUMAR, S. and SINGH, R.N. (eds.). Modelling of magmatic and allied processes. Society of Earth Scientists Series v. 83. Berlin, Springer, 225–238. JANOUŠEK, V., MOYEN, J.-F., MARTIN, H., ERBAN, V. and FARROW, C. (2016). Geochemical modelling of igneous processes – Principles and recipes in R Language. Bringing the power of R to a geochemical community. Berlin, Springer-Verlag. JANSSON, B. and HUSEBYE, E.S. (1963). Application of array processing techniques to a network of ordinary seismograph stations. Pure and Applied Geophysics, 69,80–99. JAVANDREL, I. and WITHERSPOON, P. A. (1969). A method of analysing transient fluid flow in multilayer aquifers. Water Resources Research, 5, 856–869. JAWIN, E.R., KIEFER, W.S., FASSETT, C.I., BUSSEY, D.B.J., CAHILL, J.T.S., DYAR, M.D., LAWRENCE, S.J. and SPUDIS, P.D. (2014). The relationship between radar scattering and surface roughness of lunar volcanic features. Journal of Geophysical Research: Planets, 119, 2331–2348 [online: http://dx.doi.org/10.1002/2014JE004668]. JAYNES, E.T. (1963). Information theory and statistical mechanics. In: FORD, K.W. (ed.). Statistical physics, Brandeis Summer Institute in Theoretical Physics 1962, v. 3. New York, NY, Benjamin, 181–218. JEFFERSON, C.W. and SPIRITO, W.A. (eds.) (2003). Mineral and energy resource assessment of the Tlogotsho Plateau, Nahanni Karst, Ragged Ranges and adjacent areas under consideration for expansion of Nahanni National Park Reserve, Northwest Territories. Open Files 1686 and 1576 [CD-ROM], Ottawa, ON, Geological Survey of Canada, Mineral Resources Division. JEFFERY, K.G. and GILL, E.M. (1975). G-EXEC: a generalized FORTRAN system for data handling. In: BURK, C.F. (ed.). Computer-based systems for geological field data. In: Geological Survey of Canada Special Paper 74-63. Ottawa, Geological Survey of Canada, 1–6. JEFFERY, K.G. and GILL, E.M. (1976a). The design philosophy of the G-EXEC system. Computers & Geosciences, 2, 345–346. 774 Bibliography

JEFFERY, K.G. and GILL, E.M. (1976b). The geological computer. Computers & Geosciences, 2, 347–349. JEFFREYS, H. (1924). The Earth. Its origin, history and physical constitution. Cambridge, Cambridge University Press. JEFFREYS, H. (1926). On the amplitudes of bodily seismic waves. Geophysical Journal, 1 (supplement s7), 334–348. JEFFREYS, H. (1931). Damping in bodily seismic waves. Monthly Notices of the Royal Astronomi- cal Society, London. Geophysical Supplement, 2, 318–323. JEFFREYS, H. (1932). An alternative to the rejection of observations. Proceedings of the Royal Society, London, ser. A, 137,78–87. JEFFREYS, H. (1939). Theory of probability. Oxford, Clarendon Press. JELINEK, V. (1978). Statistical processing of magnetic susceptibility measured in groups of specimens. Studia Geophysica et Geodaetica, 22,50–62. JELINEK, V. (1981). Characterisation of the magnetic fabric of rocks. Tectonophysics, 79,63–67. JENKINS, G.M. (1961). General considerations in the analysis of spectra. Technometrics, 3, 133–166. JENKINS, G.M. (1963). An example of the estimation of a linear open loop transfer function. Technometrics, 5, 227–245. JENSEN, A.G. (1954). The evolution of modern television. Journal of the Society of Motion Picture and Television Engineers, 63, 174–188. JENSEN, H.J. (2003). Self-organised criticality. Cambridge, Cambridge University Press. JENSEN, J.L. (1988). Maximum-likelihood estimation of the hyperbolic parameters from grouped observations. Computers & Geosciences, 14, 389–408. JENSEN, L.S. (1976). A new cation plot for classifying subalkalic volcanic rocks. Ontario Division of Mines, Miscellaneous Paper 66, Toronto, Ministry of Natural Resources. JENSEN, M.L. (1958). Sulfur isotopes and the origin of sandstone-type uranium deposits. Economic Geology, 53, 598–616. JEREMIASSON, K. (1976). BASIC program for point-density measurements using a Wang 2200C minicomputer with digitizer. Computers & Geosciences, 2, 507–508. JIN, D.J. and COLBY, R.J. (1991). A BASIC program to compute seismic surface-wave group- velocity dispersion curves. Computers & Geosciences, 17, 777–799. JIRACEK, G.R., FERGUSON, J.F., BRAILE, L.W. and GILPIN, B. (2007). Digital analysis of geophysical signals and waves [online: http://dagsaw.sdsu.edu/1.1.html]. JOHANNESEN, F.G. (1965). The performance requirements of a television monitor receiver (Nyquist demodulator) and methods of measurement. Radio and Electronic Engineer, 30, 175–191. JOHANNSEN, A. (1917). Suggestions for a quantitative mineralogical classiﬁcation of igneous rocks. Journal of Geology, 25,63–97. JOHANNSEN, A. (1920). A quantitative mineralogical classiﬁcation of igneous rocks: Revised. Journal of Geology, 28,60–83. JOHNNY, M. (2012). Generation of non-Gaussian wide-sense stationary random processes with desired PSDs [power spectral densities] and PDFs [probability density functions]. Journal of Signal and Information Processing, 3, 427–437. JOHNSON, A.K., BREWSTER, D. and BERGHAUS, H.K.W. (1848). The physical atlas. A series of maps and notes. The geographical distribution of natural phenomena. Edinburgh, William Blackwood and Sons. JOHNSON, D.S. and NURMINEN, J. (2007). The history of seafaring: navigating the World oceans. London, Conway. JOHNSON, J.B. (1925). The Schottky effect in low frequency circuits. Physical Review, 26,71–85. 775 Bibliography

JOHNSON, J.B. (1928). Thermal agitation of electricity in conductors. Physical Review, 32,97–109. JOHNSON, K.S. (1962). CIPW flow chart. Oklahoma Geology Notes, 22, 143–155. JOHNSON, L.E. and GILBERT, F. (1972). Inversion and inference for teleseismic raw data. Methods in Computational Physics, 12, 231–266. JOHNSON, M.E., MONASH, E.A. and WATERMAN, M.S. (1979). Modeling and optimizing a gas-water reservoir: Enhanced recovery with waterflooding. Journal of the International Associ- ation for Mathematical Geology, 11,63–74. JOHNSON, N.L. and KOTZ, S. (1999). Non-smooth sailing or triangular distributions revisited after some 50 years. The Statistician, 48, 179–187. JOHNSON, N.L., KEMP, A.W. and KOTZ, S. (2005). Univariate discrete distributions. 3rd edn., Hoboken, NJ, Wiley-Interscience. JOHNSON, R.A. and WICHERN, D.W. (1982). Applied multivariate statistical analysis. Englewood Cliffs, NJ, Prentice-Hall. JOHNSON, R.G. (1960). Models and methods for analysis of the mode of formation of fossil assemblages. Bulletin of the Geological Society of America, 71, 1075–1086. JOHNSON, S. (1773). A dictionary of the English language. 5th edn., London, W. Strachan et al. JOHNSON, S.E. and MOORE, R.R. (1993). Surface reconstruction from parallel serial sections using the program Mathematica: Example and source code. Computers & Geosciences, 19, 1023–1032. JOLY, J. (1911). The age of the earth. The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science. ser. 6, 22, 357–380. JONES, G. and ROCKE, D.M. (1999). Bootstrapping in controlled calibration experiments. Technometrics, 41, 224–233. JONES, H.E. (1937). Some geometrical considerations in the general theory of fitting lines and planes. Metron, 13,21–30. JONES, H.J. and MORRISON, J.A. (1954). Cross-correlation filtering. Geophysics, 19, 660–683. JONES, J.A. (1968). Statistical analysis of orientation data. Journal of Sedimentary Petrology, 38, 61–67. JONES, R.R., MCCAFFREY, K.J.W., CLEGG, P., WILSON, R.W., HOLLIMAN, N.S., HOLDSWORTH, R.E., IMBER, J. and WAGGOTT, S. (2009). Integration of regional to outcrop digitial data: 3D visualisation of multi-scale geological models. Computers & Geosciences, 35, 4–18. JONES, T.A. (1970). Comparison of the descriptions of sediment grain-size distributions. Journal of Sedimentary Petrology, 40, 1204–1215. JONES, T.A. (1972). Multiple regression with correlated independent variables. Journal of the International Association for Mathematical Geology, 4, 203–218. JONES, T.A. (1977). A computer method to calculate the convolution of statistical distributions. Journal of the International Association for Mathematical Geology, 9, 635–648. JONES, T.A. (2006a). MATLAB functions to analyze directional (azimuthal) data—I: Single-sample inference. Computers & Geosciences, 32, 166–175. JONES, T.A. (2006b). MATLAB functions to analyze directional (azimuthal) data—II: Correlation. Computers & Geosciences, 32, 176–183. JONES, T.A. and JAMES, W.R. (1969). Analysis of bimodal orientation data. Journal of the International Association for Mathematical Geology, 1, 129–136. JONES, T.A., HAMILTON, D.E. and JOHNSON, C.R. (1986). Contouring geologic surfaces with the computer. New York, NY, Van Nostrand Reinhold. JONES, V.L. (1956). Extrapolation and interpolation formulae adaptable to desk and other types of digital computers. Geophysics, 21, 1047–1054. 776 Bibliography

JONES, W. (1706). Synopsis palmariorum mathesos: or, a new introduction to the mathematics: containing the principles of arithmetic and geometry demonstrated, in a short and easie method. London, J. Matthews for Jeff[ery] Wale. JORDAN, C. (1874). Mémoire sur les formes bilinéaires [Note on bilinear forms]. Journal de Mathe´ matiques Pures et Applique´es. ser. 2, 19,35–54. JÖRESKOG, K.G., KLOVAN, J.E. and REYMENT, R. (1976). Geological factor analysis. Amsterdam, Elsevier. JOSEPH, L. and BHAUMIK, B.K. (1997). Improved estimation of the Box-Cox transform parameter and its application to hydrogeochemical data. Mathematical Geology, 29, 963–976. JOURNEL, A.G. (1974). Geostatistics for conditional simulation of ore bodies. Economic Geology, 69, 673–687. JOURNEL, A.G. (1977). Kriging in terms of projections. Journal of the International Association for Mathematical Geology, 9, 563–586. JOURNEL, A.G. (1982). The indicator approach to estimation of spatial distributions. In: Proceedings of the 17th APCOM Symposium, Society of Mining Engineers of the AIMMPE, Port City Press, New York, 793–806. JOURNEL, A.G. (1988). New distance measures: the route towards truly non-Gaussian geostatistics. Mathematical Geology, 20, 459–475. JOURNEL, A.G. (2002). Combining knowledge from diverse sources: an alternative to traditional conditional independence hypothesis. Mathematical Geology, 34, 573–596. JOURNEL, A.G. and ALABERT, F. (1989). Non-Gaussian data expansion in the earth science. Terra Nova, 1, 123–134. JOURNEL, A.G. and ALABERT, F. (1990). New method for reservoir mapping. Journal of Petro- leum Technology, 42, 212–218. JOURNEL, A.G. and HUIJBREGTS, C. J. (1978). Mining geostatistics. London, Academic Press. JOUVE, G. (2011). Les tensions au sein de la mathématisation de la méchanique au XVIIIe Siècle: L’exemple de D’Alembert [Tensions within the mathematization of mechanics in the 18th Century: The example of D’Alembert]. In: CHABOT, H. and ROUX, S. (eds.). La mathe´ matisation comme problème. Paris, Éditions des archives contemporaines, 129–146. JOY, S. and CHATTERJEE, S. (1998). A bootstrap test using maximum likelihood ratio statistics to check the similarity of two 3-dimensionally oriented data samples. Mathematical Geology, 30, 275–284. JUPP, D.L. (1976). B-splines for smoothing and differentiating data sequences. Journal of the International Association for Mathematical Geology, 8, 243–266. JUPP, D.L. and STEWART, I.C.F. (1974). A piecewise exponential model for seismic well-logging data. Journal of the International Association for Mathematical Geology, 6,33–46. JURAN, J.M. (1991). World War II and the quality movement. Quality Progress, 24 (12), 19–24. JURAN, J.M. (1997). Early SQC: A historical supplement. Quality Progress, 30 (9), 73–81. JUSTICE, J. and DOUGHERTY, S. (1987). Generalized linear inversion applied to seismic data in one and two dimensions. Institute of Electrical and Electronics Engineers. In: ICASSP’87. Proceedings, International Conference on Acoustics, Speech, and Signal Processing, April 6–9, 1987, Dallas, Texas, New York, NY, Institute of Electrical and Electronics Engineers, 2249–2251. JUTTEN, C. and HÉRAULT, J. (1991). Blind separation of sources. Part I: An adaptive algorithm based on neuromimetic architecture. Signal Processing, 24,1–10. KAC, M. (1949). On deviations between theoretical and empirical distributions. Proceedings of the National Academy of Sciences, 35, 252–257. KAC, M. and DONSKER, M.D. (1950). A sampling method for determining the lowest eigenvalue and the principal eigenfunction of Schrodinger€ ’s equation. Journal of Research of the National Bureau of Standards, 44, 551–557. 777 Bibliography

KACEWICZ, M. (1987). Fuzzy slope stability method. Mathematical Geology, 19, 757–767. KACEWICZ, M. (1991). Solving the kriging problem using the Gram-Schmidt orthogonalization. Mathematical Geology, 23, 111–118. KACHNIC, M. and SADURSKI, A. (2005). Probabilistic evaluation of the extent of the unconfined aquifer. Przegląd Geologiczny, 53, 930–934. KACZMARZ, S. (1937). Angenäherte Auflosung€ von Systemen linearer Gleichungen [Approximate resolution of systems of linear equations.]. Bulletin International de l’Acade´mie Polonaise des Sciences et des Lettres. Classe des Sciences Mathe´matiques et Naturelles. Se´rie A, Sciences Mathe´ matiques, 35, 355–357. KAESLER, R.L. (1966). Quantitative re-evaluation of ecology and distribution of recent Foraminif- era and Ostracoda of Todos Santos Bay, Baja California, Mexico. The University of Kansas Palaeontological Contributions. Paper 10, Lawrence, KS, The University of Kansas. KAESLER, R.L. (1969a). Aspects of quantitative distributional paleoecology. In: MERRIAM, D.F. (ed.). Computer applications in the earth sciences: An international symposium. New York, NY, Plenum, 99–120. KAESLER, R.L. (1969b). Ordination and character correlations of selected Recent British ostracoda. Journal of the International Association for Mathematical Geology, 1,97–112. KAESLER, R.L. (1970). The cophenetic correlation coefficient in paleoecology. Bulletin of the Geological Society of America, 81, 1261–1266. KAESLER, R.L. (1979). Statistical paleoecology: Problems and perspectives. In: PATIL, G.P. and ROSENZWEIG, M.L. (eds.). Contemporary quantitative ecology and related ecometrics. Statis- tical Ecology Series Volume 12. Fairland, MA, International Co-operative Publishing House, 619–634. KAESLER, R.L. and MULVANY, P.S. (1976). FORTRAN IV program to compute diversity indices from information theory. Computers & Geosciences, 2, 509–514. KAESLER, R.L., PRESTON, F.W. and GOOD, D.I. (1963). FORTRAN II program for coefficient of association (Match-Coeff) using an IBM 1620 computer. Kansas Geological Survey Special Distribution Publication 4, Lawrence, KS, Kansas Geological Survey. KAGAN, Y.Y. (1993). Statistics of characteristic earthquakes. Bulletin of the Seismological Society of America, 83,7–24. KAHN, H. (1950). Modifications of the Monte Carlo method. In: Proceedings, Seminar on Scientific Computation, November 1949. New York, NY, International Business Machines Corporation, 20–27. KAILATH, T. (1974). A view of three decades of linear filtering theory. IEEE Transactions on Information Theory, IT-20, 146–181. KAILATH, T. (ed.) (1977). Linear least-squares estimation. Benchmark papers in electrical engineering and computer science, v. 17. Stroudberg, PA, Dowden, Hutchison & Ross. KAISER, H. (1947). Die Berechnung der Nachweisempfindlichkeit [The calculation of detection sensitivity]. Spectrochimica Acta, 3,40–67. KAISER, H. (1965). Zur Problem der Nachweisgrenze [On the problem of the limit of detection]. Zeitschrift fur€ analytische Chemie, 209,1–18. KAISER, H. (1969). Two papers on the limit of detection of a complete analytical procedure [translated by A.C. MENZIES]. New York, NY. Hafner. KAISER, H. and SPECKER, H. (1956). Berwertung und vergleich von Analysenverfahren [Evalua- tion and comparison of analytical methods]. Zeitschrift fur€ analytische Chemie, 149,46–66. KAISER, H.F. (1958). The varimax criterion for analytic rotation in factor analysis. Psychometrika, 23, 187–200. KAISER, J.F. (1963). Design methods for sampled data filters. In: CRUZ, J.B. Jr. and HOFER, J.C. (eds.). Proceedings. First Annual Allerton Conference on Circuit and System Theory. Nov. 778 Bibliography

15–17, 1963, Monticello, Illinois. Urbana-Champaign, Department of Electrical Engineering, University of Illinois, 221–236. KALABA, R.E. (1959). On nonlinear differential equations, the maximum operation and monotone convergence. Journal of Mathematics and Mechanics, 8, 519–574. KALBFLEISCH, J.D. and LAWLESS, J.F. (1992). Some useful statistical methods for truncated data. Journal of Quality Technology, 24, 145–152. KÁLMÁN, R.E. (1960). A new approach to linear filtering and prediction problems. Transactions of the American Society of Mechanical Engineers, ser. D, Journal of Basic Engineering, 82,35–45. KÁLMÁN, R.E. and BERTRAM, J.E. (1958). General synthesis procedure for computer control of single and multi-loop linear systems. Transactions of the American Institute of Electrical Engineers, 77 (II), 602–609. KÁLMÁN, R.E. and BUCY, R.S. (1961). New results in linear filtering and prediction theory. Transactions of the American Society of Mechanical Engineers, ser. D, Journal of Basic Engi- neering, 83,95–108. KÁLMÁN, R.E. and KOEPCKE, R.W. (1958). Optimal synthesis of linear sampling control systems using generalized performance indices. Transactions of the American Society of Mechanical Engineers, 80, 1820–1826. KAMB, W.B. (1959). Petrofabric observations form Blue Glacier, Washington, in relation to theory and experiment. Journal of Geophysical Research, 64, 1891–1909. KANAL, L. and CHANDRASEKARAN, B. (1968). On dimensionality and sample size in statistical pattern classification. In: Proceedings of the 24th National Electronics Conference, December 9–11, 1968, Chicago, Illinois, National Electronics Conference Inc., Oak Brook, IL, 2–7. KANASEWICH, E.R. (1975). Time sequence analysis in geophysics. Edmonton, Alberta, University of Alberta Press. KANASEWICH, E.R. (1981). Time sequence analysis in geophysics. 3rd edn., Edmonton, Alberta, University of Alberta Press. KANG, I.B. and MCMECHAN, G.A. (1990). Two-dimensional elastic pseudo-spectral modeling of wide-aperture seismic array data with application to the Wichita Uplift-Anadarko Basin region of southwestern Oklahoma. Bulletin of the Seismological Society of America, 80, 1677–1695. KANTARDZIC, M. (2011). Data mining. Concepts, models, methods and algorithms. 2nd edn., Hoboken, NJ, John Wiley & Sons. KANTOROVICH, L. (1939). Mathematicheskie metody organizatsii i planirovania proizvodstva [Mathematical methods of organization and planning production]. Leningrad, Leningrad State University Publishers. KANTOROVICH, L.V. (1960). Mathematical methods of organizing and planning production. Management Science, 6, 363–422. KAPLAN, E.L. and MEIER, P. (1958). Nonparametric estimation from incomplete observations. Journal of the American Statistical Association, 53, 457–481. KAPTEYN, J.C. (1903). Skew frequency curves in biology and statistics. Groningen, P.N. Noordhoff. KAPTEYN, J.C. (1916). Skew frequency curves in biology and statistics. Recueil des Travaux Botaniques Neérlandais, 13, 105–157. KAPTEYN, J.C. and VAN UVEN, M.J. (1916). Skew frequency curves in biology and statistics. Groningen, Hoitsema Brothers. KARLIN, S. (1966). A first course in stochastic processes. New York, NY, Academic Press. KARLINGER, M.R. and TROUTMAN, B.M. (1985). Error bounds in cascading regressions. Journal of the International Association for Mathematical Geology, 17, 287–295. KÁRNÍK, V. and HÜBNEROVÁ, Z. (1968). The probability of occurrence of largest earthquakes in the European area. Pure and Applied Geophysics, 70,61–73. 779 Bibliography

KARPOVA, V.B. and KARPOV, L.E. (2011). History of the creation of BESM: The ﬁrst computer of S.A. Lebedev Institute of Precise Mechanics and Computer Engineering. In: IMPAGLIAZZO, J. and PROYDAKOV, E. (eds.). Perspectives in Soviet and Russian computing. IFIPAdvances in information and communication technology, v. 357. Berlin, Springer-Verlag, 6–19. KARUP, J. (1899). Über eine neue mechanische ausgleichungsmethode [On a new mechanical method of graduation]. In: KING, G. (ed.). Transactions of the Second International Actuarial Congress. London, Charles and Edwin Layton, 31–77 [English transl. 78–109]. KASENOW, M. (2001). Applied ground-water hydrology and well hydraulics. 2nd edn., Highlands Ranch, CO, Water Resources Publications. KATSEV, S. and L’HEUREUX, I. (2003). Are Hurst exponents estimated from short or irregular time series meaningful? Computers & Geosciences, 29, 1085–1089. KATZ, S.S. (1991). Emulating the Prospector expert system with a raster GIS. Computers & Geosciences, 17, 1033–1050. KATZIL, Y. and DOYTSHER, Y. (2003). A logarithmic and sub-pixel approach to shaded relief representation. Computers & Geosciences, 29, 1137–1142. KAWASAKI, T. and MATSUI, Y. (1978). Nonlinear least squares technique in element prediction equilibria. Geochemical Journal, 12, 173–181. KAY, M. (1945). Palaeogeographic and palinspastic maps. Bulletin of the American Association of Petroleum Geologists, 29, 426–450. KAY, S.M. and MARPLE, S.L., Jr. (1979). Sources of and remedies for spectral line splitting in autoregressive spectrum analysis. In: Proceedings of the IEEE International Conference on Acoustics, Speech, and Signal processing, Washington, DC, Institute of Electrical and Electronic Engineers, New York, NY, [IEEE/IEE Electronic Library. 4, 151–154]. KAY, S.M. and MARPLE, S.L., Jr, (1981). Spectrum analysis – a modern perspective. Proceedings of the IEEE, 69, 1380–1419. KAYSER, F.X and PATTERSON, J.W. (1998). Sir William Chandler Roberts-Austen – His role in the development of binary diagrams and modern physical metallurgy. Journal of Phase Equilibria and Diffusion, 19,11–18. KE, P. (1992). A new approach to mass balance modelling: Applications to igneous petrology. Master of Science dissertation, Department of Geological Sciences, The University of British Columbia [online: https://open.library.ubc.ca/cIRcle/collections/ubctheses/831/items/1.0052616]. KELKER, D. and LANGENBERG, C.W. (1976). A mathematical model for orientation data from macroscopic cylindrical folds. Journal of the International Association for Mathematical Geol- ogy, 8, 549–559. KELKER, D. and LANGENBERG, C.W. (1988). Statistical classiﬁcation of macroscopic folds as cylindrical, circular conical, or elliptical conical. Mathematical Geology, 20, 717–730. KELLEY, J.L. (1955). General topology. Princeton, NJ, Van Nostrand Reinhold. KELLEY, T. L. (1924). Statistical methods. New York, Macmillan. KELLY, E.J., and LEVIN, M.J. (1964). Signal parameter estimation for seismometer arrays. Techni- cal Report 339, Lexington, MS, Lincoln Laboratory, Massachusetts Institute of Technology. KEMENY, J. and KURTZ, T. (1964). A manual for the BASIC, the elementary algebraic language designed for use with the Dartmouth Time Sharing System. Dartmouth, NH, Dartmouth College Computation Centre. Dartmouth College. KEMERAIT, R. and CHILDERS, D. (1972). Signal detection and extraction by cepstrum techniques. IEEE Transactions on Information Theory, IT-18, 745–759. KEMPLE, W.G., SADLER, P.M. and STRAUSS, D.J. (1995). Extending graphic correlation to many dimensions: stratigraphic correlation as constrained optimization. In: MANN, K.O., LANE, H.R. and SCHOLLE, P.A. (eds.). Graphic Correlation. Special Publication 53. Tulsa, OK, Society of Economic Palaeontologists and Mineralogists, 65–82. 780 Bibliography

KEMPTHORNE, O. (1952). The design and analysis of experiments. New York, NY, John Wiley & Sons. KENDALL, D.G. (1949). Stochastic processes and population growth. Journal of the Royal Statisti- cal Society, ser. B, 11, 230–282. KENDALL, D.G. (1951). Some problems in the theory of queues. Journal of the Royal Statistical Society, ser. B, 13, 151–185. KENDALL, M.G. (1938). A new measure of rank correlation. Biometrika, 30,81–93. KENDALL, M.G. (1945). On the analysis of oscillatory time-series. Journal of the Royal Statistical Society, 108,93–141. KENDALL, M.G. (1949). The estimation of parameters in linear autoregressive time series. Econometrica: Journal of the Econometric Society, 17 (Supplement: report of the Washington meeting), 44–57. KENDALL, M.G. (1969). The early history of index numbers. Review of the International Statistical Institute, 37 (1), 1–12. KENDALL, M.G. and BUCKLAND, W.R. (1982). A dictionary of statistical terms. 4th edn., London, Longman. KENDALL, M.G. and MORAN, P.A.P. (1963). Geometric probability. New York, NY, Hafner. KENDALL, M.G. and SMITH, B.B. (1938). Randomness and random sampling numbers. Journal of the Royal Statistical Society, 101, 147–166. KENDALL, M.G. and STUART, A. (1958). The advanced theory of statistics. Vol. 3. London, C. Grifﬁn. KENKEL, N.C. (2013). Sample size requirements for fractal dimension estimation. Community Ecology, 14, 144–152. KENT, J.T. (1982). The Fisher-Bingham distribution on the sphere. Journal of the Royal Statistical Society, London, ser. B, 44,71–80. KENYON, A.M., INGOLD, L. and HEDRICK, E.R. (1913). Trigonometry. New York, NY, Macmillan. KERMACK, K.A. (1954). A biometrical study of Micraster coranginum and M. (isomicraster) senonensis. Philosophical Transactions of the Royal Society, London, ser. B, 237, 375–428. KERMACK, K.A. and HALDANE, J.B.S. (1950). Organic correlation and allometry. Biometrika, 37,30–41. KERNIGHAN, B.W. and RITCHIE, D.M. (1978). The C Programming Language. Englewood Cliffs, NJ, Prentice-Hall. KERSEY, J. (1741). The elements of that mathematical art commonly called algebra. To which is added lectures read in the School of Geometry in Oxford by Dr. Edmund Halley. London, W. Mount and T. Page. KERSHAW, S. and RIDING, R. (1978). Parameterization of stromatoporoid shape. Lethaia, 11, 233–242. KESKIN, M. (2002). FC-Modeler: a Microsoft Excel spreadsheet program for modeling Rayleigh fractionation vectors in closed magmatic systems. Computers & Geosciences, 28, 919–928. KESKIN, M. (2013). AFC-Modeler: a Microsoft Excel workbook program for modelling assimilation combined with fractional crystallization (AFC) process in magmatic systems by using equations of DePaolo (1981). Turkish Journal of Earth Sciences, 22, 304–319. KESSLER, H., MATHERS, S. and SOBISCH, H.-G. (2009). The capture and dissemination of integrated 3D geospatial knowledge at the British Geological Survey using GSI3D software and methodology. Computers & Geosciences, 35, 1311–1321. KESTEN, H. (1982). Percolation theory for mathematicians. Boston, MS, Birkhäuser. 781 Bibliography

KETCHAM, R.A. and CATLSON, W.D. (2001). Acquisition, optimization and interpretation of X-ray computed tomographic imagery: applications to the earth sciences. Computers & Geosciences, 27, 381–400. KEYS, W.S. (1997). A practical guide to borehole geophysics in environmental investigations. Boca Raton, FL, CRC Press. KHEIR, R.B., WILSON, J. and DENG, Y. (2007). Use of terrain variables for mapping gully erosion susceptibility in Lebanon. Earth Surface Processes and Landforms, 32, 1770–1782. KHINTCHINE, A. (1932). Mathematische Theorie der stationären Reihe [Mathematical theory of stationary series]. Matematicheskii Sbornik, 39 (4), 73–84. KHINTCHINE, A. (1934). Korrelationstheorie der stationären stochastischen Prozesse [Correlation theory of a stationary random process]. Mathematische Annalen, 109, 604–615. KHRUSHCHEV, S. (2008). Orthogonal polynomials and continued fractions from Euler’s point of view. Encyclopaedia of mathematics and its applications, v. 122. Cambridge, Cambridge Univer- sity Press. KIAER, A.N. (1895). Observations et expériences concernant les dénombrements représentatifs [Observations and experiences concerning representative counting. Bulletin de l’Institut internationale de statistique, 9, 176–183. KIDNER, D.B. and SMITH, D.H. (1992). Compression of digital elevation models by Huffman coding. Computers & Geosciences, 18, 1013–1034. KIENHOLZ, H. (1978). Maps of geomorphology and natural hazards of Grindelwald, Switzerland: Scale 1:10,000. Arctic and Alpine Research, 10, 169–184. KIJKO, A. (1994). Seismological outliers: L1 or adaptive Lp norm application. , 84. Bulletin of the Seismological Society of America, 84, 473–477. KILBURN, T. (1949). The University of Manchester universal high-speed digital computing machine. Nature, 164, 684–687. KILIAN, J., HAALA, N. and ENGLICH, M. (1996). Capture and evaluation of airborne laser scanner data. International Archives of Photogrammetry and Remote Sensing, 31, 383–388. KIM, J.W. and LEE, B.Y. (2007). Estimating polar marine free-air anomalies from dense radar altimeter data. Earth Sciences Journal, 11, 369–376. KIM, W., DOH, S.-J., YU, Y. and LEE, Y.I. (2013). Magnetic evaluation of sediment provenance in the northern East China Sea using fuzzy c-means cluster analysis. Marine Geology, 337,9–19. KING, E.A. and BUTLER, J.C. (1977). Rosin’s law and the lunar regolith. The Moon, 17, 177–178. KING, E.A., BUTLER, J. C. and CARMAN, M. F. (1971). The lunar regolith as sampled by Apollo 11 and Apollo 12: Grain size analyses, modal analyses, and origins of particles. In: Proceedings of the Lunar Science Conference. Vol. II. Cambridge, MS, MIT Press, 737–746. KING, T. (1996). Quantifying nonlinearity and geometry in time series of climate. Quaternary Science Reviews, 15, 247–266. KING, W.I. (1912). The elements of statistical method. London, Macmillan. KIRBY, J.M. (1991). Multiple functional regression II. Rotation followed by classical regression technique. Computers & Geosciences, 17, 895–905. KIRCHHOFF, G and BUNSEN, R. (1860). Chemische Analyse durch Spectralbeobachtungen [Chemical analysis by observation of spectra]. Annalen der Physik und Chemie, 110 (6), 161–189. KIRK, M.V. and PRESTON, D.A. (1972). FORTRAN IV programs for computation and printer display of mathematically deﬁned surfaces. Geocom Bulletin, 5,1–25. KIRKNER, D.J. and REEVES, H.W. (1990). A penalty function method for computing chemical equilibria. Computers & Geosciences, 16,21–40. KIRKPATRICK, S. (1984). Optimization by simulated annealing: Quantitative studies. Journal of Statistical Physics, 34, 975–986. 782 Bibliography

KIRKPATRICK, S., GELATT, C., Jr. and VECCHI, M. (1983). Optimization by simulated annealing. Science, 220 (May), 671–680. KISTERMANN, F.W. (1991). The invention and development of the Hollerith punched card. IEEE Annals of the History of Computing, 13, 245–259. KITAGAWA, T., HURUYA, S. and YAZIMA, T. (1942). The probabilistic analysis of the time series of rare events. Memoirs of the Faculty of Science Kyushu University, Series A. Mathematics, 2, 151–204. KITANDIS, P.K. (1997). Introduction to geostatistics applications in hydrogeology. Cambridge, Cambridge University Press. KITCHELL, J. (1979). Comment on ‘Catastrophe theory: Application to the Permian mass extinction’. Geology, 7, 373. KITTEL, C. (1947). The nature and development of operations research. Science, 105, 150–153. KITTLEMAN, L.R. (1964). Application of Rosin's distribution in size-frequency analysis of clastic rocks. Journal of Sedimentary Research, 34, 483–502. KLEENE, S.C. (1981). The theory of recursive functions, approaching its centennial. Bulletin of the American Mathematical Society, new ser., 5,43–61. KLEIN, F. (1888). Lectures on the ikosahedron and the solution of equations of the fifth degree. London, Trübner. KLEINECKE, D. (1971). Use of linear programming for estimating geohydrologic parameters of groundwater basins. Water Resources Research, 7, 367–374. KLEINER, B. and GRAEDEL, T.E. (1980). Exploratory data analysis in the geophysical sciences. Reviews of Geophysics, 18, 699–717. KLEINER, B. and HARTIGAN, J. A. (1981). Representing points in many dimensions by trees and castles. Journal of the American Statistical Association, 76, 260–269. KLIPSCH, P.W. (1936). Some aspects of multiple recording in seismic prospecting. Geophysics, 365–377. KLIPSCH, P.W. (1939). Recent developments in Eltran prospecting. Geophysics, 4, 283–291. KLIR, G.J. (2004). Fuzzy logic: A specialized tutorial. In: DEMICCO, R.V. and KLIR, G.J. (eds.). Fuzzy logic in geology. Amsterdam, Academic Press, 11–61. KLOTZ, O. (1918). Analysis of earthquake waves. Bulletin of the Seismological Society of America, 8,83–87. KLÜGEL, J.-U. (2007). Error inflation in probabilistic seismic hazard analysis. Engineering Geology, 90, 186–192. KNAFL, G., SPIEGELMAN, C., SACKS, J. and YIVISAKER, D. (1984). Nonparametric calibration. Technometrics, 26, 233–241. KNAPP, R.W. and STEEPLES, D.W. (1986). High-resolution common-depth-point seismic reflection profiling: Instrumentation. Geophysics, 51, 276–282. KNIGHT, J.B., MORTENSEN, J.K. and MORISON, S.R. (1994). Shape and composition of lode gold and placer gold from the Klondike District, Yukon, Canada. Bulletin 3, Whitehorse, Yukon, Exploration and Geological Services Division, Indian and Northern Affairs Canada. KNOPF, A. (1941). Petrology. In: COMMITTEE ON SEMICENTENNIAL CELEBRATION (ed.). Geology, 1888–1938. Fiftieth Anniversary Volume. New York, NY, Geological Society of Amer- ica, 335–363. KNOPF, E.B. and INGERSON, E. (1938). Structural petrology. Memoir 6. Washington, DC, Geological Society of America. KNOPOFF, L. (1949). Many signal interference of frequency modulated waves. Doctoral thesis. Pasadena, CA, California Institute of Technology. KNOPOFF, L. (1956). The seismic pulse in materials possessing solid friction. I: Plane waves. Bulletin of the Seismological Society of America, 46, 175–183. 783 Bibliography

KNOPOFF, L. (1961). Green’s function for eigenvalue problems and the inversion of Love wave dispersion data. Geophysical Journal International, 4 (Supplement 1), 161–173. KNOTT, C.G. (1884 [1886]). Earthquake frequency. Transactions of the Seismological Society of Japan, 9 (1), 1–22. KNOTT, C.G. (1899). Reflection and refraction of elastic waves with seismological applications. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5,64–97. KNOTT, C.G. (1908). The physics of earthquake phenomena. Oxford, Clarendon Press. KNOTT, C.G. (1910). Seismic radiations. II. Proceedings of the Royal Society of Edinburgh, 30, 23–37. KNUTH, D.E. (1968–73). The art of computer programming. Reading, MA, Addison-Wesley. KOBAYASHI, H. (1970). Iterative synthesis methods for a seismic array processor. IEEE Transactions on Geoscience Electronics, GE-8, 169–178. KOCH, G.S. and LINK, R.F. (1970–71). Statistical analysis of geological data. v. 2. New York, NY, John Wiley & Sons. KOCH, G.S. and LINK, R.F. (1971). The coefficient of variation – a guide to the sampling of ore deposits. Economic Geology, 66, 293–301. KOCH, G.S., Jr. (ed.) (1990). Geological problem solving with Lotus 1-2-3 for exploration and mining geology. Computer methods in the earth sciences volume 8. Oxford, Pergamon Press. KOCH, G.S., LINK, R.F. and SCHUENEMEYER, J.H. (1972). Computer programs for geology. New York, Artronic Information Systems. KOCHERGIN, V.N. (1967). Issledovanie teplo- i massoobmena v geologičeskih geterogennyh sistemah [Research on heat and mass transfer in geological heterogeneous systems]. Journal of Engineering Physics, 13 (6), 945–954. KODAMA, K.P. and HINNOV, L.A. (2015). Rock magnetic cyclostratigraphy. New analytical methods in earth and environmental science 2. Chichester, Wiley-Blackwell. KOEFOED, O. (1968). The application of the kernel function in interpreting geoelectrical resistivity measurements. Geoexploration Monographs ser. 1, no. 2. Berlin, Borntraeger. KOEFOED, O. (1969). An analysis of equivalence in resistivity sounding. Geophysical Prospecting, 17, 327–335. KOENEMANN, F. (1986). A sorting program for orientation analysis of data on a sphere. Computers & Geosciences, 12, 731–747. KOENIG, H.D. (1933). Calculation of characteristic values for periodic potentials. Physics Review, 44, 657–665. KOEPNICK, R.B. and KAESLER, R.L. (1974). Character correlations and morphologic variations of Triticites Cullomensis (Fusulinacea). Journal of Palaeontology, 48,36–40. KÖHLER, A., OHRNBERGER, M. and SCHERBAUM, F. (2010). Unsupervised pattern recognition in continuous seismic wavefield records using Self-Organizing Maps. Geophysical Journal International, 182, 1619–1630. KOIKE, K., MATSUDA, T. and OHMI, M. (2002). Neural network-based estimation of principal metal contents in the Hokuroku district, northern Japan, for exploring kuroko-type deposits. Natural Resources Research, 11, 135–156. KOLDIJK, W.S. (1968). On environment-sensitive grain-size parameters. Sedimentology, 10,57–69. KOLLERSTROM, N. (1992). Newton’s method of approximation. An enduring myth. British Journal for the History of Science, 25, 347–354. KOLLO, T. (2008). Multivariate skewness and kurtosis measures with an application in ICA [Independent Component Analysis]. Journal of Multivariate Analysis, 99, 2328–2338. KOLMOGOROV, A.N. (1932). Sulla forma generale di un prozesso stocastico omogeno [The general form of a homogeneous stochastic process]. Atti della Reale Accademia dei Lincei. Rendiconti: classe di scienze fisiche, mathematiche e naturale, 15, 805–808, 866–869. 784 Bibliography

KOLMOGOROV, A.N. (1933). Sulla determinazione empirico di una legge di distribuzione. Giornale dell’Istituto Italiano degli Attuari, Rome, 4,83–91. KOLMOGOROV, A.N. (1939). Sur l’interpolation et l’extrapolation des suites stationnaires [On the interpolation and extrapolation of stationary sequences]. Compte rendus des Seánces de l’Acade´ mie des Sciences, Paris, 208, 2043–2045. KOLMOGOROV, A.N. (1941a). O logarifmicheski normal’nom zakone raspredeleniya razmerov chastits pri droblenii [On the logarithmic normal distribution law for the dimensions of particles under grinding]. Doklady Akademii Nauk SSSR, 31,99–100. KOLMOGOROV, A.N. (1941b). Interpolirovanie i ekstrapolirovanie statsionarnykh sluchainykh posledovatel’ nostei [Interpolated and extrapolated stationary random sequences]. Izvestya Akademiya Nauk SSSR, Seriya Matematicheskaya, 5,3–14. KOLMOGOROV, A.N. (1992). On the logarithmic normal distribution of particle sizes under grinding. In: SHIRYAYEV, A.N. (ed.). Selected works of A.N. Kolmogorov. Volume II. Probability theory and mathematical statistics. Dordrecht, Kluwer, 281–284. KOLMOGOROV, A.N. and DMITRIEV, N.A. (1947). Vetvyaščiesya slučaynye processy [Branching random processes]. Doklady Akademii Nauk SSSR, 56 (1), 7–10. KOLMOGOROV, A.N. and DMITRIEV, N.A. (1992). Branching random processes. In: SHIRYAYEV, A.N. (ed.). Selected works of A.N. Kolmogorov. Vol. II. Probability theory and mathematical statistics. Dordrecht, Kluwer, 309–314. KOMAR, P.D. (1981). The application of Gibbs equation for grain settling velocities other than quartz in water. Journal of Sedimentary Petrography, 51, 1125–1132. KOMAR, P.D. and REIMERS, C.E. (1978). Grain shape effects on settling rates. The Journal of Geology, 86, 193–209. KOMINZ, M.A. (1996). Whither cyclostratigraphy? Testing the Gamma method on upper Pleisto- cene deep-sea sediments, North Atlantic Deep Sea Drilling Project Site 609. Paleoceanography, 11, 481–504. KOMNIZ, M.A., BEAVAN, J., BOND, G.C. and MCMANUS, J. (1991). Are cyclic sediments periodic? Gamma analysis and spectral analysis of Newark Supergroup lacustrine data. In: FRANSEEN, K., WATNEY, W.L., KENDALL, C.C.ST.C. and ROSS, W. (eds.). Sedimentary modelling: Computer simulations and methods for improved parameter definition. Kansas Geo- logical Survey Bulletin 233. Lawrence, KS, Kansas Geological Survey, 319–334. KOMINZ, M.A. and BOND, G.C. (1990). A new method of testing periodicity in cyclic sediment: Application to the Newark Supergroup. Earth and Planetary Science Letters, 98, 233–244. KONDOLF, G.M. and ADHIKARI, A. (2000). Weibull vs. lognormal distributions for fluvial gravels. Journal of Sedimentary Research, 70, 456–460. KÖNIG, D. (1936). Theorie der endlichen und unendlichen Graphen [Theory of finite and infinite graphs]. Leipzig, Akademischen Verlagsgesellschaft. KONIKOW, L.F. and BREDEHOEFT, J.D. (1978). Computer model of two-dimensional solute transport and dispersion in ground water. Techniques of water-resources investigations of the United States Geological Survey. Chapter C-2, Washington, DC, United States Government Printing Office. KOONS, F. and LUBKIN, S. (1949). Conversion of numbers from decimal to binary form in the EDVAC. Mathematical Tables and Other Aids to Computation, 3 (26), 427–431. KOOPMANS, T.C. (1937). Linear regression analysis of economic time series. Haarlem, De erven F. Bohn. KOPAL, Z. (1946). An introduction to the study of eclipsing variables. Cambridge, MS, Harvard University Press. KOPPELT, U. and ROJAS, J. (1994). Backus-Gilbert inversion of potential field data in the frequency domain and its application to real and synthetic data. Geofisica Internacional, 33, 531–539. 785 Bibliography

KOPPEN, M. (2004). No-free-lunch theorems and the diversity of algorithms. In: Proceedings of the 2004 Congress on Evolutionary Computation : June 19–23, Portland, OR. Vol. 1, Institute of Electrical and Electronics Engineers, Piscataway, NJ, 235–241. KORK, J.O. (1977). Examination of the Chayes–Kruskal procedure for testing correlations between proportions. Journal of the International Association for Mathematical Geology, 9, 543–562. KORMYLO, J. and JAIN, V. (1974). Two-pass recursive digital filter with zero phase shift. IEEE Transactions on Acoustics, Speech and Signal Processing, 22, 384–387. KORN, H. (1938). Schichtung und absolute Zeit [Stratification and absolute time]. Neues Jahrbuch fur€ Geologie und Palaontologie€ , A74,51–166; also Stuttgart, E. Schweizerbart. KOSTAL, G., EASTMAN, M.P. and PINGITORE, N.E. (1985). Geological applications of simplex optimization. Computers & Geosciences, 11, 235–247. KOTOV, S. and BERENDSEN, P. (2002). Statistical characteristics of xenoliths in the Antioch kimberlite pipe, Marshall County, Northeastern Kansas. Natural Resources Research, 11, 289–297. KOURAKOS, G. and MANTOGLOU, A. (2012). Inverse groundwater modeling with emphasis on model parameterization. Water Resources Research, 48 (5), W05540. KOVACH, R.L. and ANDERSON, D.L. (1964). Higher mode surface waves and their bearing on the structure of the earth’s mantle. Bulletin of the Seismological Society of America, 54, 161–182. KOVACH, W.L. (1989). Comparisons of multivariate analytical techniques for use in pre-Quaternary plant paleoecology. Review of Palaeobotany and Palynology, 60, 255–282. KOVARIK, A.F. (1931). Calculating the age of minerals from radioactivity data and principles. Bulletin of the National Research Council, 80,73–123. KOWALSKI, R.A. (1988). The early years of logic programming. Communications of the ACM, 31, 38–43. KRAMP, C. (1808). Éle´ments d’arithme´tique universelle [Universal elements of arithmetic]. Cologne, Th. F. Thiriart. KRAWCZYNSKI, M.J. and OLIVE, J.L. (2011). A new fitting algorithm for petrological mass- balance problems. In: American Geophysical Union Fall Meeting, 5–9 December 2011, San Francisco, CA, Abstract V53B-2613. KREJCI, D. and RICHTER, C. (1991). SPLIT: A Turbo-C program for the graphical representation and separation of fault-slip data sets. Computers & Geosciences, 17, 801–811. KRIGE, D.G. (1951). A statistical approach to some basic mine valuation problems on the Witwatersrand. Journal of the Chemical Metallurgical and Mining Society of South Africa, 52, 119–139. KRIGE, D.G. (1952). A statistical analysis of some of the borehole values in the Orange Free State goldfield. Journal of the Chemical, Metallurgical and Mineralogical Society of South Africa, 53, 47–70. KRIGE, D.G. (1960). On the departure of ore value distributions from the lognormal model in South African gold mines. Journal of the South African Institute of Mining and Metallurgy, 61, 231–244. KRIGE, D.G. (1966). A study of gold and uranium distribution in the Klerkdorp goldfield. Geoexploration, 4,43–53. KRIGE, D.G. (1976). A review of the development of geostatistics in South Africa. In: GUARASCIO, M., DAVID, M. and HUIJBREGTA, C. (eds.). Advanced geostatistics in the mining industry. Proceedings of the NATO Advanced Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, D. Reidel, 279–293. KRINITZSKY, E.L. (1993). Earthquake probability in engineering – Part 1: The use and misuse of expert opinion. Engineering Geology, 33, 257–288. 786 Bibliography

KRISHNAN, S. (2008). The tau model for data redundancy and information combination in earth sciences: Theory and application. Mathematical Geosciences, 40, 705–727. KRONECKER, L. (1868). Ueber bilineare Formen [On bilinear forms]. Journal fur die reine und angewandte Mathematik, 68, 273–285. KRUHL, J.H. (ed.) (1994). Fractals and dynamical systems in earth science. Berlin, Springer-Verlag. KRUMBEIN, W.C. (1933). Lithological variations in glacial till. Journal of Geology, 41, 382–408. KRUMBEIN, W.C. (1934a). Size frequency distributions of sediments. Journal of Sedimentary Petrology, 4,65–77. KRUMBEIN, W.C. (1934b). The probable error of sampling sediments for mechanical analysis. American Journal of Science, ser. 5, 27, 204–214. KRUMBEIN, W.C. (1936a). Application of logarithmic moments to size frequency distributions of sediments. Journal of Sedimentary Petrology, 6,35–47. KRUMBEIN, W.C. (1936b). The use of quartile measures in describing and comparing sediments. American Journal of Science, ser. 5, 32, 98–111. KRUMBEIN, W.C. (1937). Sediments and exponential curves. The Journal of Geology, 45, 577–601. KRUMBEIN, W.C. (1938). Size frequency distributions of sediments and the normal phi curve. Journal of Sedimentary Petrology, 8,84–90. KRUMBEIN, W.C. (1939). Preferred orientation of pebbles in sedimentary deposits. Journal of Geology, 47, 673–706. KRUMBEIN, W.C. (1941). Measurement and geologic significance of shape and roundness of sedimentary particles. Journal of Sedimentary Petrology, 11,64–72. KRUMBEIN, W.C. (1942). Settling velocity and flume behaviour of non-spherical particles. Transactions of the American Geophysical Union, 23, 621–633. KRUMBEIN, W.C. (1943). Fundamental attributes of sedimentary particles. In: HOWE, J.W., ROUSE, H. and HOWE, J.W. (eds.). Proceedings of the Second Hydraulics Conference: June 1–4, 1942. University of Iowa Studies in Engineering 27. Iowa City, IA, University of Iowa, 318–331. KRUMBEIN, W.C. (1945). Recent sedimentation and the search for petroleum. AAPG Bulletin, 29, 1233–1261. KRUMBEIN, W.C. (1948). Lithofacies maps and regional sedimentary-stratigraphic analysis. Bulle- tin of the American Association of Petroleum Geologists, 32, 1909–1923. KRUMBEIN, W.C. (1952). Principles of facies map interpretation. Journal of Sedimentary Petrol- ogy, 22, 200–211. KRUMBEIN, W.C. (1953a). Statistical designs for sampling beach sand. Transactions of the American Geophysical Union, 34, 857–868. KRUMBEIN, W.C. (1953b). Statistical problems of sample size and spacing on Lake Michigan (Ill.) beaches. In: JOHNSON, J.W. (ed.). Proceedings of the Fourth Conference on Coastal Engineer- ing, October 1953, Chicago, Illinois. Berkeley, CA, Council on Wave Research, Engineering Field Station, University of California, 147–162. KRUMBEIN, W.C. (1954). The tetrahedron as a facies mapping device. Journal of Sedimentary Petrology, 24,3–19. KRUMBEIN, W.C. (1955a). Composite end members in facies mapping. Journal of Sedimentary Petrology, 25,115–122. KRUMBEIN, W.C. (1955b). Experimental design in the earth sciences. Transactions of the American Geophysical Union, 36,1–11. KRUMBEIN, W.C. (1959a). The ‘sorting out’ of geological variables illustrated by regression analysis of factors controlling beach firmness. Journal of Sedimentary Petrology, 29, 575–587. KRUMBEIN, W.C. (1959b). Trend surface analysis of contour-type maps with irregular control-point spacing. Journal of Geophysical Research, 64,823–834. 787 Bibliography

KRUMBEIN, W.C. (1960a). Some problems in applying statistics to geology. Applied Statistics, 9, 82–91. KRUMBEIN, W.C. (1960b). The ‘geological population’ as a framework for analysing numerical data in geology. Liverpool and Manchester Geological Journal, 2, 341–368. KRUMBEIN, W.C. (1962). Open and closed number systems in stratigraphic mapping. Bulletin of the American Association of Petroleum Geologists, 46, 2229–2245. KRUMBEIN, W.C. (1963a). A geological process-response model for analysis of beach phenomena. The Bulletin of the Beach Erosion Board, 17,1–15. KRUMBEIN, W.C. (1963b). Confidence intervals on low-order polynomial trend-surfaces. Journal of Geophysical Research, 68, 5869–5878. KRUMBEIN, W.C. and ABERDEEN, E. (1937). The sediments of Barataria Bay. Journal of Sedimentary Petrology, 7,3–17. KRUMBEIN, W.C. and DACEY, M.F. (1969). Markov chains and embedded Markov chains in geology. Journal of the International Association for Mathematical Geology, 1,79–96. KRUMBEIN, W.C. and GARRELS, R.M. (1952). Origin and classification of chemical sediments in terms of pH and oxidation reduction potentials. The Journal of Geology, 60,1–33. KRUMBEIN, W.C. and GRAYBILL, F.A. (1965). An introduction to statistical models in geology. New York, NY, McGraw-Hill. KRUMBEIN, W.C. and GRIFFITH, J.S. (1938). Beach environment at Little Sister Bay, Wisconsin. Bulletin of the Geological Society of America, 49, 629–652. KRUMBEIN, W.C. and LIEBLEIN, J. (1956). Geological application of extreme-value methods to interpretation of cobbles and boulders in gravel deposits. Transactions of the American Geophys- ical Union, 37, 313–319. KRUMBEIN, W.C. and MILLER, R.L. (1953). Design of experiments for statistical analysis of geological data. Journal of Geology, 61, 510–532. KRUMBEIN, W.C. and MONK, G.D. (1943). Permeability as a function of the size parameters of unconsolidated sand. Transactions of the American Institute of Mining and Metallurgical Engineers, 151, 153–163. KRUMBEIN, W.C. and PETTIJOHN, F.J. (1938). Manual of sedimentary petrography.. New York, NY, NY, Appleton-Century. KRUMBEIN, W.C. and RASMUSSEN, W.C. (1941). The probable error of sampling beach sand for heavy mineral analysis. Journal of Sedimentary Petrology, 11,10–20. KRUMBEIN, W.C. and SLOSS, L.L. (1951). Stratigraphy and sedimentation. San Francisco, CA, W.H. Freeman. KRUMBEIN, W.C. and SLOSS, L.L. (1958). High-speed digital computers in stratigraphic and facies analysis. Bulletin of the American Association of Petroleum Geologists, 42, 2650–2669. KRUMBEIN, W.C. and TISDEL, F.W. (1940). Size distribution of source rocks of sediments. American Journal of Science, 238, 296–305. KRUMBEIN, W.C. and TUKEY, J.W. (1956). Multivariate analysis of mineralogic, lithologic, and chemical composition of rock bodies. Journal of Sedimentary Petrology, 26, 322–337. KRUMBEIN, W.C. and WATSON, G.S. (1972). Effects of trends on correlation in open and closed three component systems. Journal of the International Association for Mathematical Geology, 4, 317–330. KRUSKAL, J.B. (1964). Multidimensional scaling by optimising goodness-of-fit to a non-metric hypothesis. Psychometrika, 29,1–27. KRUSKAL, W.H. (1952). A nonparametric test for the several sample problem. Annals of Mathe- matical Statistics, 23, 525–540. KRUSKAL, W.H. (1953). On the uniqueness of the line of organic correlation. Biometrics, 9,47–58. 788 Bibliography

KRUSKAL, W.H. and WALLACE, W.A. (1952). Use of rank in one-criterion variance analysis. Journal of the American Statistical Association, 47, 583–621 [N.B. correction in ibid. 48, 907–911]. KRZECZKOWSKI, A.J., SMITH, E.A. and GETHIN, T. (1982). Seismic migration using the ICL distributed array processor. Computer Physics Communications, 3–4, 447–453. KUBICHEK, R.F. and QUINCY, E.A. (1985). Statistical modeling and feature selection for seismic pattern recognition. Pattern Recognition, 18, 441–448. KUBLANOVSKAYA, V.N. (1961). O nekotoryh algorifmah dlya resheniya polnoiprobiemy sobstvennyh znachenii [On some algorithms for solving the complete eigenvalue problem]. Zhurnal Vychislitel’noi Matematiki i Matematicheskoi, 1, 555–570. KUBLANOVSKAYA, V.N. (1963). On some algorithms for the solution of the complete eigenvalue problem. USSR Computational Mathematics and Mathematical Physics, 1, 637–657. KUIPER, N.H. (1960). Tests concerning random points on a circle. Proceedings of the Koninklijke Nederlandse Akademie van Wetenschappen, ser. A: Mathematical Sciences, 63,38–47. KULHÁNEK, O. and KLÍMA, K. (1970). The reliable frequency band for amplitude spectra corrections. Geophysical Journal International, 21, 235–242. KUNG, H.T. and TONG, D.M. (1977). Fast algorithms for partial fraction decomposition. SIAM Journal on Computing, 6, 582–593. KUNO, H. (1968). Differentiation of basalt magmas. In: HESS, H.H. and POLDERVAART, A. (eds.). Basalts. The Poldervaart treatise on rocks of basaltic composition. Vol 2. New York, Interscience, 623–688. KÜNSCH, H.R., PAPRITZ, A. and BASSI, F. (1997). Generalized cross-covariances and their estimation. Mathematical Geology, 29, 779–799. KURITA, T. (1973). Regional variations in the structure of the crust in the central United States from P-wave spectra. Bulletin of the Seismological Society of America, 63, 1663–1687. KURTZ, A.K. (1948). A research test of the Rorschach test. Personnel Psychology, 1,41–53. KURZL, H. (1988). Exploratory data analysis: recent advances for the interpretation of geochemical data. Journal of Geochemical Exploration, 30, 309–322. KUTTA, W. (1901). Beitrag zur Näherungsweisen Integration totaler Differentialgleichungen [Con- tribution to the approximate integration of total differential equations]. Zeitschrift fur€ Angewandte Mathematik und Physik, 46, 435–453. KUTTY, T.S. and GOSH, P. (1992). ROSE.C – A program in ‘C’ for producing high-quality rose diagrams. Computers & Geosciences, 18, 1195–1211. KUZNETS, S. (1928). On the analysis of time series. Journal of the American Statistical Association, 23, 398–410. KVÅLSETH, T.O. (1985). Cautionary note about R-squared. The American Statistician, 39, 279–285. KYRIAKIDIS, P.C. (2005). Sequential spatial simulation using Latin hypercube sampling. v. 1. In: LEUANGTHONG, O. and DEUTCH, C.V. (eds.). Geostatistics Banff 2004: Seventh Interna- tional Geostatistics Congress, Quantitative Geology and Geostatistics. Dordrecht, Kluwer, 65–74. LA POINTE, P.R. (1995). Estimation of undiscovered hydrocarbon potential through fractal geometry. In: BARTON, C.C. and LA POINTE, P.R. (eds.). Fractals in petroleum geology and earth processes. New York, NY, Plenum, 35–57. LAAKSOHARJU, M., SKÅRMAN, C. and SKÅRMAN, E. (1999). Multivariate mixing and mass balance (M3) calculation, a new tool for decoding hydrogeochemical information. Applied Geochemistry, 14, 861–871. LABOVITZ, M.L. and GRIFFITHS, J.C. (1982). An inventory of undiscovered Canadian mineral resources. Economic Geology, 77, 1642–1654. 789 Bibliography

LACHENBRUCH, A.H. (1962). Mechanics of thermal contraction cracks and ice-wedge polygons in permafrost. Geological Society of America, Special Paper, 70,1–66. LACOSS, R.T. (1971). Data adaptive spectral analysis methods. Geophysics, 36, 661–675. LACROIX, A. (1899). Le gabbro du Pallet et ses modifications [The Pallet gabbro and its alteration]. Bulletin des Service de la carte geólogique de la France et des Topographies Souterraines, 10, 342–396. LACROIX, S.F. (1806). Traiteé´le´mentaire de calcul diffe´rentiel et de calcul inte´gral [Elementary treatise on differential and integral calculus].. Paris, Courcier. LACROIX, S.F. (1810–19). Traite´ du calcul diffe´rentiel et integral [Treatise on differential and integral calculus]. Paris, Courcier. LACROIX, S.F. (1811). Introduction a la geógraphie mathe´matique et critique, et a la geógraphie physique [Introduction to mathematical and critical geography and physical geography]. 2nd edn., Paris, J.G. Dentu. LAFFITTE, P. (1968). L’informatique géologique et la terminologie [Geological data processing and terminology]. Mineralium Deposita, 3, 187–196. LAFFITTE, P. (1972). Traite´d’informatique geólogique [Geological data processing]. Paris, Masson. LAGRANGE, J.-L. (1770–1771 [1869]). Réflexions sur la résolution algébrique des équations. In: SERRET, J.-A. (ed.). Oeuvres de Lagrange, v. 3. Paris, Gauthier-Villars, 205–421. LAGRANGE, J.-L. (1772). Sur une nouvelle espèce de calcul relatif à la différentiation et à l’intégration des quantités variables [On a new type of calculation regarding the differentiation and integration of variables]. Nouveaux Me´moires de l’Acade´mie royale des Sciences et Belles- Lettres de Berlin, for 1772, 441–476. LAGRANGE, J.-L. (1776). Mémoire sur l’utilité de la méthod de prendre le milieu entre les résultats de plusiers observations. [Memoir on the usefulness of taking the centre of the results of many observations]. Miscellanea Taurinensia, 5, 167–232. LAGRANGE, J.-L. (1788). Mećhanique analytique [Analytical mechanics]. Paris, Desaint. LAGRANGE, J.-L. (1795 [1877]). Leçons élémentaires sur les mathématiques données a l’École Normale [Elementary mathematics lessons taught at the Normal School], v. 7. In: SERRET, J.-A. (ed.). Œuvres de Lagrange. Paris, Gauthier-Villars, 183–287. LAGRANGE, J.-L. (1797). Theórie de fonctions analytiques contenant les principes du calcul diffe´ rentiel [Theory of analytic functions, containing the principles of differential calculus]. Paris, L’Imprimerie de la République. LAM, L. (2000). Theory and application of majority vote – from Condorcet Jury Theorem to pattern recognition. In: Proceedings of the International Conference on ‘Mathematics for living’, Amman, Jordan, Hashemite Kingdom of Jordan, 177–182. LAMANDÉ, P. (2009). Lacroix. Les lignes de niveau à l’appui d’une nouvelle vision de la géographie physique [Lacroix. Contour lines in support of a new vision of physical geography]. Le Monde des cartes, (199), 23–34. LAMBERT, J.H. (1765). Beytrage€ zum Gebrauche der Mathematik und deren Anwendung [Contri- bution to the use of mathematics and its application]. v. I. Berlin, Verlag der Buchhandlung der Realschule. LAMBERT, J.H. (1772). Anmerkungen und Zusätze zur Entwerfung der Land- und Himmelscharten [Notes and comments on the composition of Terrestrial and Celestial maps]. In: Beitrage€ zur Gebrauch der Mathematik und deren Anwendung [Contribution to the use of mathematics and its application]. v. III. Berlin, Verlage des Buchladens der Konigliche€ Realschule, 105–199. LAMBIOTTE, J.J. and HOWSER, L.M. (1974). Vectorization on the STAR computer of several methods for a fluid flow problem. NASA Technical Note TN D-7545, Washington, DC, National Aeronautics and Space Administration. 790 Bibliography

LAMÉ, G. (1852). Leçons sur la the´orie mathe´matique de l’e´lasticite´ des corps solides [Lessons on the mathematical theory of the elasticity of solid bodies]. Paris, Bachelier. LAMÉ, G. (1859). Leçons sur les coordone´es curvilignes et leurs diverses applications [Lessons on curvilinear coordinates and their various applications]. Paris, Mallet-Bachelier. LAMÉ, G. and CLAPEYRON, É. (1833). Mémoire sur l’équilibre intérieur des corps solides homogènes [Note on the interior equilibrium of homogeneous solid bodies]. Me´moires pre´sente´ s par divers savants à l’Acade´mie royale des Sciences de l’Institut de France, 4, 465–562. LANCASTER, V.A. and KELLER-MCNULTY, S. (1998). A review of composite sampling methods. Journal of the American Statistical Association, 93, 1216–1230. LANCASTER-JONES, E. (1929). The computation of gravitational effects due to irregular mass distributions. Geophysical Journal International, 2 (Supplement s3), 121–140. LANCZOS, C. (1938). Trigonometric interpolation of empirical and analytic functions. Journal of Mathematics and Physics, 17, 123–199. LANCZOS, C. (1950). An iteration method for the solution of the eigenvalue problem of linear differential and integral operators. Journal of Research of the National Bureau of Standards, 45, 255–282. LANCZOS, C. (1952). Solution of systems of linear equations by minimized iterations. Journal of Research of the National Bureau of Standards, 49,33–53. LANCZOS, C. (1956). Applied analysis. New York, Prentice-Hall. LANCZOS, C. (1961). Linear differential operators. New York, NY, Van Nostrand. LANDAU, L.D. (1944). On the problem of turbulence. Comptes Rendus de l’Acade´mie des Sciences de l’URSS, 44,311–314. LANDERS, W.S. and REID, W.T. (1946). A graphical form for applying the Rosin and Rammler equation to the size distribution of broken coal. Bureau of Mines Information Circular 7346, Washington, DC, United States Department of the Interior. LANDGREBE, T.C.W., MERDITH, A., DUTKIEWICZ, A. and MÜLLER, R.D. (2013). Relationships between palaeogeography and opal occurrence in Australia: A data-mining approach. Computers & Geosciences, 56,76–82. LANDISMAN, M., SATÔ, Y. and EWING, M. (1959). The distortion of pulse-like earthquake signals by seismographs. Geophysical Journal International, 2, 101–115. LANGBEIN, W.B. (1958). Queueing theory and water storage. Journal of the Hydraulics Division American Society of Civil Engineers, 84 (HY5), 1–24. LANGELIER, W.F. and LUDWIG, H.F. (1942). Graphical methods for indicating the mineral character of natural waters. Journal of the American Water Works Association, 34, 335–352. LANGHEINRICH, G. (1967). Die Bestimmung der tektonischen Gesteins deformation mit Hilfe deformierter Ammoniten: mit zwei Beispielen aus den Allgaü-Schichten (Jura-Fleckenmergeln) Oberbayerns und Tirols [Determination of tectonic rock deformation with the aid of deformed ammonites: with two examples from the Allgaü-Schichten (Jura-Fleckenmergeln) of Upper Bavaria and Tyrol]. Neues Jahrbuch fur€ Geologie und Palaontologie.€ Abhandlungen, 128, 275–293. LANTZY, R.J., DACEY, M.F. and MACKENZIE, F.T. (1977). Catastrophe theory: application to the Permian mass extinction. Geology, 5, 724–728. LANZANO, P. (1987). Inversion algorithms for geophysical problems. Technical Report NRL-6138, Ft. Belvoir, VA, Defense Technical Information Center [online: http://www.dtic.mil/dtic/tr/ fulltext/u2/a189252.pdf]. LAPLACE, P.-S. (1774). Mémoire sur la probabilité des causes par les événements [Memoir on the probability of causes by events.]. Me´moires de l’Acade´mie royale des Sciences de Paris (Savants e´ tranges), 6, 621–656. 791 Bibliography

LAPLACE, P.-S. (1781). Mémoire sur les probabilités [Memoir on probabilities.]. Memoires de l’Acade´mie Royale des Sciences, Paris, 1778, 227–332. LAPLACE, P.-S. (1782 [1785]). Théorie des attractions des sphéroides et de la figure des planètes [Theory of the attraction of spheroids and the figure of the planets]. Histoire de l’Acade´mie Royale des Sciences anneé 1782 avec les Me´moires de Mathe´matique & de Physique, pour la même anne´ e 1782: tire´s des registres de cette Acade´mie, for 1782,113–196. LAPLACE, P.-S. (1784). Theórie de mouvement et de la figure elliptique des planètes [Theory of the movement and elliptic orbit of planets]. Paris, de Sauron. LAPLACE, P.-S. (1787 [1789]). Mémoire sur la théorie de l’Anneau de Saturne [Memoir on the theory of the ring of Saturn]. Me´moire de l’Acade´mie Royale des Sciences de Paris, for 1787, 249–267. LAPLACE, P.-S. (1798a). Traite´Mećhanique Ce´leste [Treatise on celestial mechanics]. v. II. Paris, Crapelet. LAPLACE, P.-S. (1798b). Exposition du système du monde [Explanation of the system of the World]. 2nd edn., Paris, Crapelet. LAPLACE, P.-S. (1808). Sur la double réfraction de la lumière dans les cristaux diaphanes [On the double refraction of light in translucent crystals]. Journal des Mines, 24, 401–414. LAPLACE, P.-S. (1809). The system of the World [translated from French by J. POND]. London, Richard Phillips. LAPLACE, P.-S. (1810). Mémoire sur les approximations des formules qui sont fonctions de tres grands nombres et sur leur application aux probabilités [On the approximations of formulas which are functions of very large numbers and their application to probabilities]. Me´moires de l’Acade´ mie des Sciences de Paris, for 1809, 353–415. LAPLACE, P.-S. (1812). Theórie analytique des probabilite´s [Analytical probability theory.]. Paris, Mme. Ve. Courcier. LAPLACE, P.-S. (1814). Theórie analytique des probabilite´s [Analytical probability theory.]. 2nd edn., Paris, V. Courcier. LAPLACE, P.-S. (1820). Theórie analytique des probabilite´s [Analytical probability theory]. 3rd edn., Paris, Courcier. LARDNER, D. (1825). An elementary treatise on the differential and integral calculus. London, J. Taylor. LARKIN, B.J. (1991). An ANSI [American National Standards Institute] C program to determine in expected linear time the vertices of the convex hull of a set of planar points. Computers & Geosciences, 17, 431–443. LASKY, S.G. (1950a). How tonnage and grade relationships help predict ore reserves. Engineering and Mining Journal, 151,81–85. LASKY, S.G. (1950b). Mineral-resource appraisal by the U.S. Geological Survey. Colorado School of Mines Quarterly, 45 (1-A), 1–27. LATTIN, W.J. (1945). Note on the Fourier series for several pulse forms. Proceedings of the Institute of Radio Engineers, 33, 783–784. LATTMAN, L.H. and RAY, R.G. (1965). Aerial photographs in field geology. New York, NY, Holt, Reinhardt & Winston. LAU, Y.-S., HUSSAIN, Z.M. and HARRIS, R. (2004). A time-dependent LMS algorithm for adaptive filtering. WSEAS Transactions on Circuits and Systems, 3,35–42. LAURENT, P.-A. (1843). Extension du théorème de M. Cauchy relatif à la convergence du développement d'une fonction suivant les puissances ascendantes de la variable x [Extension of Cauchy's theorem on the convergent expansion of a function according to ascending powers of x]. Comptes rendus hebdomadaires des Seánces de l’Acade´mie des Sciences, Paris, 17, 348–349. LAVERGNE, M. (1989). Seismic methods [translated from French by N. MARSHALL]. Paris, Éditions Technip. 792 Bibliography

LAVOISIER, A.-L. (1789). Traiteé´le´mentaire de chimie: pre´sente´ dans un ordre nouveau et d’après les dećouvertes modernes [Elements of chemistry: presented in a new order and based on modern discoveries]. Paris, Cuchet. LAW, J. (1944). A statistical approach to the interstitial heterogeneity of sand reservoirs. Transactions of the American Institute of Mining and Metallurgical Engineers, 155, 202–222. LAWLOR, R. (1939). Nomogram for dip computations. Geophysics, 3, 349–357. LAWRANCE, A.J. and KOTTEGODA, N.T. (1977). Stochastic modelling of river flow time series. Journal of the Royal Statistical Society, ser. A, 140,1–47. LAWRENCE, P.L. (1958). Comments on “The moveout filter”. Geophysics, 23, 854–857. LAWRIE, J.B. and ABRAHAMS, I.D. (2007). A brief historical perspective of the Wiener-Hopf technique. Journal of Engineering Mathematics, 59, 351–358. LAWSON, A.C. (1922). The prediction of earthquakes. University of California Chronicle, 24, 315–336. LAWSON, C.L. and HANSON, R.J. (1974). Solving least squares problems. Englewood Cliffs, NJ, Prentice-Hall. LAWSON, C.L. and HANSON, R.J. (1995). Solving least squares problems. Classics in Applied Mathematics 15. 2nd ed., Philadelphia, PA., Society for Industrial and Applied Mathematics. LE BAS, M.J. and DURHAM, J. (1989). Scientific communication of geochemical data and the use of computer databases. Journal of Documentation, 45, 124–138. LE BAS, M.J., DURHAM, J. and PLANT, J.A. (1983). IGBA and the National Geochemical Data Bank in the U.K. Design and systems. Computers & Geosciences, 9, 513–521. LE GOFF, M., HENRY, B. and DALY, L. (1992). Practical method for drawing a VGP [virtual geomagnetic polar] path. Physics of the Earth and Planetary Interiors, 70, 201–204. LE MAITRE, R.W. (1979). A new generalised petrological mixing model. Contributions to Mineral- ogy and Petrology, 71, 133–137. LE MAITRE, R.W. (1981). GENMIX – A generalised petrological mixing model program. Computers & Geosciences, 7, 229–247. LE MAITRE, R.W. (1982). Numerical petrology. Statistical interpretation of geochemical data. Developments in petrology 8. Amsterdam, Elsevier Scientific Publishing. LE MAITRE, R.W. and FERGUSON, A.K. (1978). The CLAIR data system. Computers & Geosciences, 4,65–76. LE MAITRE, R.W., BATEMAN, P., DUDEK, A., KELLER, J., LAMEYRE, J., LE BAS, M.J., SABINE, P.A., SCHMID, R., SORENSEN, H., STRECKEISEN, A., WOOLLEY, A.R. and ZANETTIN, B. (1989). A classification of igneous rocks and glossary of terms. Oxford, Blackwell. LE ROUX, J.P. (1991). A spreadsheet model for integrating stratigraphic and lithofacies maps. Computers & Geosciences, 17, 1469–1472. LE ROUX, J.P. (1997). Comparison of sphericity indices as related to the hydraulic equivalence of settling grains. Journal of Sedimentary Research, Section A: Sedimentary Petrology and Process, 67, 527–530. LE ROUX, J.P. and RUST, I.C. (1989). Composite facies maps: a new aid to palaeo-environmental reconstruction. South African Journal of Geology, 92, 436–443. LEADBETTER, C. (1727). Astronomy; or, the true system of the planets demonstrated. London, J. Wilcox and T. Heath. LEAKE, B.E., HENDRY, G.L., PLANT, G., AUCOTT, G. and HOWARTH, R.J. (1969). The chemical analysis of rock powders by automatic X-ray fluoresence. Chemical Geology, 5,7–86. LEATHEM, J.G. (1905). Volume and surface integrals used in physics. Cambridge, Cambridge University Press. 793 Bibliography

LEBAILLY, J., MARTIN-CLOUAIRE, R. and PRADE, A. (1987). Use of fuzzy logic in a rule-based system in petroleum geology. In: SANCHEZ, E. and ZADEH, L. (eds.). Approximate reasoning in intelligent systems, decision and control. Oxford, Pergamon Press, 125–144. LEBEDEV, S. and VAN DER HILST, R.D. (2008). Global upper-mantle tomography with the automated multimode inversion of surface and S-wave forms. Geophysical Journal International, 173, 505–518. LEBESGUE, H. (1902). Intégrale, longueur, aire [Integral, length, area]. Doctoral dissertation, University of Paris. Milan, Bernandon de C. Rebeschini]. Annali di Mathematica Pura ed Applicata, 7, 231–359. LEBESGUE, H. (1904). Leçons sur l’inte´gration et la recherche des fonctions primitives [Lessons on integration and investigating primitive functions]. Paris, Gauthier-Villars. LECCA, P. (2009). On the mathematical structure of chemical kinetic models. Technical report CoSBi 01/2009, Trento, Centre for Computational and Systems Biology, University of Trento [online: www.cosbi.eu/research/publications?pdf¼5272]. LECUYER, P. and BOYER, H. (1979). Appuis graphiques de routine à la prospection géochimique [Routine graphics support for geochemical prospecting.]. Bulletin de B.R.G.M., ser. 2, section II, (2–3), 151–160. LEE, J.K.W. (1995). Multipath diffusion in geochronology. Contributions to Mineralogy and Petrol- ogy, 120,60–82. LEE, P.J. (1981). The Most Predictable Surface (MPS) mapping method in petroleum exploration. Bulletin of Canadian Petroleum Geology, 29, 224–240. LEE, P.J. and MIDDLETON, G.V. (1967). Application of canonical correlation to trend surface. In: MERRIAM, D.F. and COKE, N.C. (eds.). Computer applications in the earth sciences: Collo- quium on trend surface analysis. Kansas Geological Survey Computer Contribution 12. Lawrence, KS, Kansas Geological Survey, 19–21. LEE, S., SUH, J. and PARK, H.-D. (2013). Smart Compass-Clinometer: A smartphone application for easy and rapid geological site investigation. Computers & Geosciences, 61,32–42. LEE, W. (1943). The stratigraphy and structural development of the Forest City Basin in Kansas. Kansas Geological Survey Bulletin, 51. LEES, B.G. (ed.) (1996). Neural network applications in the geosciences. Computers & Geosciences, 22 (9), 955–1052. LEES, J.M. and PARK, J. (1995). Multi-taper spectral analysis: A stand-alone C-subroutine. Computers & Geosciences, 21, 199–236. LEET, L.D. (1950). Earth waves. Cambridge, MS, Harvard University Press. LEFROY, J.H. and RICHARDSON, J. (1855). Magnetical and meteorological observations at Lake Athabasca and Fort Simpson and at Fort Confidence, in Great Bear Lake. London, Her Majesty’s Stationery Office. LEGENDRE, A.-M. (1785). Recherches sur l’attraction des sphéroïdes homogènes [Researches on the attraction of homogeneous spheroids]. Me´moires de Mathe´matiques et de Physique, pre´sente´ sàl’Acade´mie Royale des Sciences, par divers savans, et lus dans ses Assembleés, Paris, 10, 411–435. LEGENDRE, A.-M. (1792). Me´moire sur les transcendantes elliptiques [Memoir on elliptic transcendentals]. Paris, Du Pont. LEGENDRE, A.-M. (1805). Appendice sur la méthode des moindres quarrés [Appendix on the method of minimum squares]. In: Nouvelles me´thodes pour la de´termination des orbites des comètes [New methods for the determination of the orbits of comets]. Paris, Courcier, 72–80. LEGENDRE, A.-M. (1809a). A memoir on elliptic transcendentals. In: LEYBOURN, T. (ed.). Mathematical Repository, n.s. v. 2, part 3, art. 1. London, W. Glendinning, 1–34. 794 Bibliography

LEGENDRE, A.-M. (1809b). A memoir on elliptic transcendentals. In: LEYBOURN, T. (ed.). Mathematical Repository, new ser., v. 3, part 3, art. 1. London, W. Glendinning, 1–45. LEGENDRE, A.-M (1811). Exercices de calcul inte´gral sur divers ordres de transcendantes et sur les quadratures [Integral calculus exercises on various orders of transcendents and quadratures]. Paris, Courcier. LEGENDRE, A.-M. (1826). Traite´ des fonctions elliptiques et des inte´grales Eule´riennes. v. 2. Paris, Huzard-Courciér. LEGGE, J.A. and RUPNIK, J.J. (1943). Least squares determination of the velocity function V ¼ V0 + kz for any set of time depth data. Geophysics, 8, 356–361. LEHNER, F.E. and PRESS, F. (1966). A mobile seismograph array. Bulletin of the Seismological Society of America, 56, 889–897. LEIBNIZ, G.W. (1684). Nova methodus pro maximis et minimis, itemque tangentibus, quae nec fractas nec irrationales quantitates moratur, et singulare pro illis calculi genus [A new method for maxima and minima as well as tangents, which is neither impeded by fractional nor irrational quantities, and a remarkable type of calculus for them]. Acta Eruditorum, 3, 467–473 [partial English translation in STRUIK (1986), 271–280; see also PARMENTIER (1995), 96–117]. LEIBNIZ, G.W. (1686). De geometria recondita et analysi indivisibilium atque infinitorum [On a hidden geometry and analysis of indivisibles and infinites]. Acta Eruditorum, 6, 292–300 [French translation in PARMENTIER (1995), 126–143]. LEIBNIZ, G.W. (1692). De linea ex lineis numero infinitis ordinatim ductis inter se concurrentibus formata easque omnes tangente, ac de novo in ea re analyseos infinitorum usu [Construction from an infinite number of ordered and concurrent curves, from the tangent to each curve; a new application to undertake this analysis of infinities]. Acta Eruditorum, 11, 168–171 [French translation in PARMENTIER (1995), 210–222]. LEIBNIZ, G.W. (1703). Explication de l'arithmétique binaire, qui se sert des seuls caractères 0 et 1, avec des remarques sur son utilité, et sur ce qu'elle donne le sens des anciennes figures Chinoises de Fohy [Explanation of binary arithmetic which uses only the characters 0 and 1, with remarks on its usefulness, and how it gives meaning to the ancient Chinese figures of Fohy]. Memoires de l’Acade´mie Royale des Sciences, Paris, 3,85–89. LEIBNIZ, G.W. (1710). Symbolismus memorabilis calculi algebraici et infinitesimalis, in comparatione potentiarum et differentiarum; et de lege homogeneorum transcendentali [The remarkable symbolic algebraic calculus, infinitesimals; the transcendental law of homogeneity]. Miscellanea Berolinensia ad incrementum scientiarum, 1, 160–165. LEIBNIZ, G.W. (1768). Opera omnia, nunc primum collecta, in classes distributa, praefationibus & indicibus exornatav. IV. Historia & philosophia sinesium, philosophia in genere; historia & antiquitates; jurisprudentia [Collected works. v. IV. History, philosophy and jurisprudence]. Geneva, Fratres de Tournes. LEMKE, R.W. and YEHLE, L.A. (1972). Reconnaissance engineering geology of the Haines area, Alaska, with emphasis on evaluation of earthquake and other geologic hazards. United States Geological Survey Open-file Report 72-229 [online: http://pubs.usgs.gov/of/1972/0229/report. pdf], Washington, DC, United States Geological Survey. LENNES, N.J. (1911). Theorems on the simple finite polygon and polyhedron. American Journal of Mathematics, 33,37–62. LEONARD, B.F. and BUDDINGTON, A.F. (1964). Ore deposits of the St. Lawrence County Magnetite District Northwest Adirondacks New York. United States Geological Survey Profes- sional Paper 377, Washington, DC, United States Government Printing Office. LEONTE, D., NOTT, D.J. and DUNSMUIR, W.T.M. (2003). Smoothing and change point detection for Gamma ray count data. Mathematical Geology, 35, 175–194. 795 Bibliography

LEPELTIER, C. (1969). A simplified statistical treatment of geochemical data by graphical representation. Economic Geology, 64, 538–550. LERCHE, I. (1990). Basin analysis: Quantitative methods. San Diego, CA, Academic Press. LERCHE, I. (1992). Oil exploration: Basin analysis and economics. San Diego, CA, Academic Press. LERCHE, I. (1997). Geological risk and uncertainty in oil exploration. San Diego, CA, Academic Press. LERCHE, I., CAO, S., MALLORY, S., PETERSEN, K. and LOWRIE, A. (1998). Risk, uncertainty and priorities – Quantitative models. In: HARFF, J., LEMKE, W. and STATTEGGER, K. (eds.). Computerised modelling of sedimentary systems. Berlin, Springer Verlag, 427–452. LEROY, L.W. (1950a). Micropalaeontologic analysis. In: LEROY, L.W. (ed.). Subsurface laboratory methods (A Symposium). 2nd edn., Golden, CO, Colorado School of Mines, 84–116. LEROY, L.W. (ed.) (1950b). Subsurface logging methods. In: Subsurface geologic methods (A symposium). 2nd edn., Golden, CO, Colorado School of Mines, 344–503. LEVENBERG, K. (1944). A method for the solution of certain non-linear problems in least squares. Quarterly of Applied Mathematics, 2, 164–168. LEVENS, A.S. (1959). Nomography. New York, NY, John Wiley & Sons. LEVCHENKOV, O.A. and SHUKOLYUKOV, Yu. A. (1970). A new method for calculating age and time of metamorphism of minerals and rocks without correction for ordinary lead. Geochemistry International, 1,60–65. LEVERETTE, S.J. (1977). Data adaptive velocity/depth spectra estimation in seismic wide angle reflection analysis. Doctoral dissertation, Cambridge, MA, Woods Hole Oceanographic Institu- tion [online: http://oai.dtic.mil/oai/oai?verb¼getRecord&metadataPrefix¼html& identifier¼ADA046343]. LEVERINGTON, D.W. (2010). Discrimination of sedimentary lithologies using Hyperion and Landsat Thematic Mapper data: a case study at Melville Island, Canadian High Arctic. Interna- tional Journal of Remote Sensing, 31, 233–260. LEVERINGTON, D.W. and MOON, W.M. (2003). An evaluation of consensus neural networks and evidential reasoning algorithms for image classification. In: Remote sensing, integrating our view of the planet: 2002 I.E. International Geoscience and Remote Sensing Symposium : 24th Canadian Symposium on Remote Sensing: Proceedings: Westin Harbour Castle, Toronto, Canada, June 24–28. v. 6, 3474–3476. LEVERINGTON, D.W. and MOON, W.M. (2012). Landsat-TM-based discrimination of lithological units associated with the Purtuniq Ophiolite, Quebec, Canada. Remote Sensing, 4, 1208–1231. LEVINSON, N. (1947). The Wiener RMS (root mean square) error criterion in filter design and prediction. Journal of Mathematics and Physics, 25, 261–278. LEVORSEN, A.I. (1927). Convergence studies in the mid-continent region. Bulletin of the American Association of Petroleum Geologists, 11, 657–682. LI, C. and YAN, M. (1983). A matrix analysis of the rotation in crystals. Materials Science and Engineering, 57, 143–147. LI, H. (1992). Checking the quality of restoration in the frequency domain of CDSN [Chinese Digital Seismograph Network] broad-band seismograms using modern control engineering. Acta Seismologica Sinica, 5, 597–607. LI, J., WU, H.; YANG, C., WONG, D.W. and XIE, J. (2011). Visualizing dynamic geosciences phenomena using an octree-based view-dependent LOD [level of detail] strategy within virtual globes. Computers & Geosciences, 37, 1295–1302. LI, L., COX, B., SHELTON, S. and DIFTLER, M. (1994). Coordinated control of a dual-arm dexterous robot using full immersion telepresence and virtual reality. In:. ISMCR’94: Topical Workshop on Virtual Reality: Proceedings of the Fourth International Symposium on 796 Bibliography

Measurement and Control in Robotics. Houston, Texas, Nov 30–Dec 3, 1994., Washington, DC, National Aeronautics and Space Administration, 47–53. LI, W. (2006). Transiogram: A spatial relationship measure for categorical data. International Journal of Geographical Information Science, 20, 693–699. LI, W. (2007a). Markov chain random fields for estimation of categorical variables. Mathematical Geology, 39, 321–335. LI, W. (2007b). Transiograms for characterizing spatial variability of soil classes. Soil Science Society of America Journal, 71, 881–893. LI, W. and ZHANG, C. (2007). A random-path Markov chain algorithm for simulating categorical soil variables from random point samples. Soil Science Society of America Journal, 71, 656–668. LI, W. and ZHANG, C. (2012). Linear interpolation and joint model fitting of experimental transiograms for Markov chain simulation of categorical spatial variables. International Journal of Geographical Information Science, 26, 599–620. LI, W., ZHANG, C., BURT, J.E., ZHU, A.-X. and FEYEN, J. (2004). Two-dimensional Markov chain simulation of soil type spatial distribution. Soil Science Society of America Journal, 68, 1479–1490. LI, W., ZHANG, C. and DEY, D.K. (2012). Modeling experimental cross-transiograms of neighbor- ing landscape categories with the gamma distribution. International Journal of Geographical Information Science, 26, 599–620. LI, W., ZHANG, C., WILLIG, M.R., DEY, D.K., WANG, G. and YOU, L. (2015). Bayesian Markov chain random field cosimulation for improving land cover classification accuracy. Mathematical Geosciences, 47, 123–148. LI, Z., ZHU, Q. and GOLD, C. (2005). Digital terrain modeling: principles and methodology. Boca Raton, FL, CRC Press. LIAW, A. and WIENER, M. (2002). Classification and regression by random forest. R News 2, (3), 18–22 [online: https://cran.r-project.org/doc/Rnews/Rnews_2002-3.pdf]. LIBCHABER, A. and MAURER, J. (1982). A Rayleigh-Bénard experiment: Helium in a small box. In: RISTE, T. (ed.). Nonlinear phenomena at phase transitions and instabilities. Proceedings of the NATO Advanced Study Institute, Geilo, Norway, March 1981. New York, NY, Plenum, 259–286. LICKLIDER, J.C.R. and POLLACK, I. (1948). Effects of differentiation, integration and infinite peak clipping upon the intelligibility of speech. Journal of the Acoustic Society of America, 20, 42–51. LIEBERMAN, D.S. and ZIRINSKY, S. (1956). A simplified calculation for the elastic constants of arbitrarily oriented single crystals. Acta Crystallographica, 9, 431–436. LIEBERMAN, J.E. (1992). GRef2End: A GeoRef to EndNote Bibliography translator written in awk. Computers & Geosciences, 18, 1271–1275. LIEBIG, J. (1838). Abhandlung uber€ die constitution der organischen sauren€ [Treatise on the constitution of the organic acids]. Leipzig, Hermann Kopp. LILLEY, E.R. (1928). The geology of petroleum and natural gas. New York, NY, D. Van Nostrand. LILLIEFORS, H.W. (1967). On the Kolmogorov-Smirnov test for normality with mean and variance unknown. Journal of the American Statistical Association, 62, 399–402. LIN, C.-R., LOFFIN, R.B. and STARK, T. (1998). Virtual reality for geosciences visualization. In: Proceedings of the 3rd Asia Pacific Conference on Computer and Human Interaction, 15–17 July 1998, Shonan Village Centre, Kangawa, Japan., IEEE Computer Society, Institute of Electrical and Electronic Engineers, Piscataway, NJ, 196–201. LINDLEY, D.V. (1947). Regression lines and the linear functional relationship. Journal of the Royal Statistical Society, Supplement, 9 (1–2), 218–244. 797 Bibliography

LINDSEY, J.P. (1960). Elimination of seismic ghost reflections by means of a linear filter. Geophys- ics, 25, 130–140. LINDSEY, J.P. and PIETY, R.G. (1959). Ghost elimination. United States Patent Office, Patent number 3,080,777. LINDSTONE, H.A. and TUROFF, M. (eds.) (1975). The Delphi method – techniques and applications. Reading, MS, Addison-Wesley. LINDSTROM, M.J. and BATES, D.M. (1990). Nonlinear mixed effects models for repeated measures data. Biometrics, 46, 673–687. LINES, L.R. and ULRYCH, T.J. (1977). The old and the new in seismic deconvolution and wavelet estimation. Geophysical Prospecting, 25, 512–540. LINK, R.F. and KOCH, G.S. (1975). Some consequences of applying lognormal theory to pseudolognormal distributions. Journal of the International Association for Mathematical Geol- ogy, 7,117–128. LINK, R.F., KOCH, G.S. Jr. and GLADFELTER, G.W. (1964). Computer methods of fitting surfaces to assay and other data by regression analysis. Report of Investigations 6508, Washington, United States Department of the Interior, Bureau of Mines. LINTERN, H. (1898). The mineral surveyor and valuer’s complete guide comprising a treatise on improved mining surveying and the valuation of mining properties. 4th edn., London, Crosby Lockwood & Son. LINVILLE, A.F. and LASTER, S.J. (1966). Numerical experiments in the estimation of frequency- wavenumber spectra of seismic events using linear arrays. Bulletin of the Seismological Society of America, 56, 1337–1355. LISLE, R.J. (1980). Block diagrams with the orthographic net – a simplified work scheme. Journal of Geological Education, 29,81–83. LISLE, R.J. (1987). Principal stress orientations from faults: an additional constraint. Annales Tectonicae, 1, 155–158. LISLE, R.J. (1988). ROMSA: A BASIC program for paleostress analysis using fault-striation data. Computers & Geosciences, 14, 255–259. LISLE, R.J. (1992). New method of estimating regional stress orientations: application to focal mechanism data of recent British earthquakes. Geophysical Journal International, 110, 276–282. LISLE, R.J. (1997). Estimation of tectonic strain ratio from the mean shape of deformed elliptical markers. Geologie en Mijnbouw, 56, 140–144. LISLE, R.J., MARTÍNEZ, F., BOBILLO-ARES, N., MENÉNDEZ, O., ALLER, J. and BASTIDA, F. (2006). FOLD PROFILER – A MATLAB-based program for fold shape classification. Computers & Geosciences, 32, 102–108. LISTER, G.S. and HOBBS, B.E. (1980). The simulation of fabric development during plastic deformation and its application to quartzite: the influence of deformation history. Journal of Structural Geology, 2, 355–370. LISTING, J.B. (1847). Vorstudien zur Topologie [Initial studies in topology]. Gottinger€ Studien, 2, 811–875. LISTING, J.B. (1872). Über unsere jetzige Kenntnis der Gestalt und Grosse€ der Erde [Concerning our current knowledge of the shape and size of the Earth]. Nachrichten von der Konigliche€ Gesell- schaft der Wissenschaften und der Georg-Augusts-Universitat€ zu Gottingen€ , 1872 (3), 33–98. LIU, C., CHARPENTIER, R.R. and SU, J. (2011). Comparison of two methods used to model shape parameters of Pareto distributions. Mathematical Geosciences, 43, 847–859. LIU, C. and STOCK, J.M. (1993). Quantitative determination of uncertainties in seismic refraction prospecting. Geophysics, 58, 553–563. LIU, C.-Y., XU, S.-F., YUE, J.-H. and WEI, X.-C. (2008). Application of cepstral analysis to thin beds. Journal of China University of Mining and Technology, 18, 232–236. 798 Bibliography

LIU, D.T. (1959). Wave propagation in a liquid layer. Geophysics, 24, 658–666. LIU, G., WANG, Y., WANG, X. and PAN, Y. (2009). Quantitative evaluation of oil and gas resources: A geological analogy model based on Delphi method. In: Proceedings of the Sixth International Conference on Fuzzy Systems and Knowledge Discovery, 14–16 August 2009, Tianjin, China, New York, NY. Institute of Electrical and Electronics Engineers. LIU, H., DAVIS, P.M. and GAO, S. (1995). SKS splitting beneath southern California. Geophysical Research Letters, 22, 767–770. LIU, J., PEREIRA, G.G., LIU, Q. and REGENAUER-LIEB, K. (2016). Computational challenges in the analyses of petrophysics using microtomography and upscaling: A review. Computers & Geosciences, 89, 107–117. LIU, X., ZHANG, C., LIU, Q. and BIRKHOLZER, J. (2009). Multiple-point statistical prediction on fracture networks at Yucca Mountain. Environmental Geology, 57, 1361–1370. LIU, Y.-C. and CHEN, C.-S. (2007). A new approach for application of rock mass classification on rock slope stability assessment. Engineering Geology, 89, 129–143. LLOYD, H. (1849). On the mean results of observations. The Transactions of the Royal Irish Academy, 22,61–73. LLOYD, J.W. (1965). The hydrochemistry of the aquifers of north-eastern Jordan. Journal of Hydrology, 3, 319–330. LODE, W. ( 1925). Versuche über den Einfluß der mittleren Hauptspannung auf die Fließgrenze [Experiments on the influence of the average major strain on the yield point]. Zeitschrift fur€ angewandte Mathematik und Mechanik, 5, 142–144. LODE, W. (1926). Versuche über den Einfluß der mittleren Hauptspannung auf das Fließen des Metalle, Eisen, Kupfer, und Nickel [Experiments on the influence of the average major strain on the flow of the metals, iron, copper, and nickel]. Zeitschrift fur€ Physik, 36, 913–939. LOEWENTHAL, D. (1975). A study on the poles and zeros of Stefanescu’s raised kernel function. Geophysical Prospecting, 23, 459–470. LOEWY, A. (1900). Ueber Scharen reeller quadratischer und Hermitescher Formen [On overlapping of real square and Hermitian forms]. Journal fur€ die reine und angewandte Mathematik, 122, 53–72. LOFTIS, J.C., PHILLIPS, R.D., WARD, R.C. and TAYLOR, C.H. (1989). WQSTAT II: A water quality statistics package. Groundwater GRWAAP, 27, 866–873. LOHMANN, G.P. (1983). Eigenshape analysis of microfossils: A general morphometric procedure for describing changes in shape. Journal of the International Association for Mathematical Geology, 15, 659–672. LOMB, N.R. (1976). Least squares frequency analysis of unequally-spaced data. Astrophysics and Space Science, 39, 447–462. LOMMEL, E. (1868). Studien ueber die Bessel’schen Functionen [Studies of Bessel functions]. Leipzig, Teubner. LOMNITZ, C. (1966). Statistical prediction of earthquakes. Reviews of Geophysics, 4, 337–393. LONG, L.T. and KAUFMANN, R.D. (2013). Acquisition and analysis of terrestrial gravity data. Cambridge, Cambridge University Press. LONGLEY, P.A. and BATTY, M. (1989). Fractal measurement and line generalization. Computers & Geosciences, 15, 167–183. LONGMAN, I.M. (1966). The application of rational approximations to the solution of problems in theoretical seismology. Bulletin of the Seismological Society of America, 56, 1045–1065. LOOMIS, E. (1842). On the dip and variation of the magnetic needle in the United States. The American Journal of Science and Art, 43,93–115. 799 Bibliography

LÓPEZ-MORO, F.J. (2012). EASYGRESGRANT – A Microsoft Excel spreadsheet to quantify volume changes and to perform mass-balance modeling in metasomatic systems. Computers & Geosciences, 39, 191–196. LORENZ, E.N. (1963). Deterministic non-periodic flow. Journal of Atmospheric Science, 20, 130–141. LOTUS DEVELOPMENT CORPORATION (1983). Lotus 1-2-3: user’s manual for the IBM personal computer, the XT and COMPAQ portable computer. Release 1A. Cambridge, MA, Lotus Development Corporation. LOU, J. (1996). Transition probability approach to statistical analysis of spatial qualitative variables in geology. In: FORSTER, A. and MERRIAM, D.F. (eds.). Geologic modeling and mapping (Proceedings of the 25th Anniversary Meeting of the International Association for Mathematical Geology, October 10–14, 1993, Prague, Czech Republic). New York, NY, Plenum Press, 281–299. LOUDON, T.V. (1964). Computer analysis of orientation data in structural geology. Technical Report No. 13 of ONR [Office of Naval Research] Task No. 389-135 Contract Nonr 1228(26), Evanston, IL, Geography Branch, Northwestern University [online: http://nora.nerc.ac.uk/19528/1/ ONRrep13.pdf]. LOUDON, T.V., WHEELER, J.F. and ANDREW, K.P. (1980). Affine transformations for digitized spatial data in geology. Computers & Geosciences, 6, 397–412. LOUIS, H. (1907). On a deficiency in the nomenclature of mineral deposits. Transactions of the Institution of Mining Engineers, 34, 286–287. LOVE, A.E.H. (1906). A treatise on the mathematical theory of elasticity. 2nd edn., Cambridge, Cambridge University Press. LOVE, A.E.H. (1911). Some problems of geodynamics. Cambridge, Cambridge University Press. LOVEJOY, S. and SCHERTZER, D. (2007). Scaling and multifractal fields in the solid earth and topography. Nonlinear Processes in Geophysics, 14, 465–502. LOVERA, O.M. (1992). Computer programs to model 40Ar/39Ar diffusion data from multidomain samples. Computers & Geosciences, 18, 789–813. LOVERA, O.M., RICHTER, F.M. and HARRISON, T.M. (1989). The 40Ar/39Ar thermochronometry for slowly cooled samples having a distribution of diffusion domain sizes. Journal of Geophysical Research, 94, 17917–17935. LOW, J. (1950). Subsurface maps and illustrations. In: LEROY, L.W. (ed.). Subsurface geologic methods. (A symposium). 2nd edn. Golden, CO, Colorado School of Mines, 894–968. LOWAN, A.N. (1933). On the cooling of a radioactive sphere. Physical Review, 44, 769–775. LOWENSTEIN, P.L. and HOWARTH, R.J. (1973). Automated colour-mapping of three-component systems and its application to regional geochemical reconnaissance. In: JONES, M.J. (ed.). Geochemical Exploration 1972. Proceedings of the Fourth International Geochemical Explora- tion Symposium. London, Institution of Mining and Metallurgy, 297–304. LU, W. and RAJAPAKSE, J.C. (2000). Constrained Independent Component Analysis. In: LEEN, T. K., DIETTERICH, T.G. and TRESP, V. (eds.). Advances in Neural Information Processing Systems 13. Cambridge, MA, MIT Press, 570–576. LU, W. and RAJAPAKSE, J.C. (2005). Approach and applications of Constrained ICA. IEEE Transactions on Neural networks, 16, 203–212. LU, W.K. and LIU, L. (2009). Adaptive multiple subtraction based on constrained independent component analysis. Geophysics, 74 (1), V1–V7. LUDWIG, K.R. (1980). Calculation of uncertainties of U-Pb isotope data. Earth and Planetary Science Letters, 46, 212–220. LUDWIG, K.R. (2000). Users manual for Isoplot/Ex version 2.3. A geochronological toolkit for Microsoft Excel. Special Publication 1a, Berkeley, CA, Berkley Geochronological Center. 800 Bibliography

LUDWIG, K.R., HALLEY, R.B., SIMMONS, K.R. and PETERMAN, Z. (1988). Strontium-isotope stratigraphy of Enewetak Atoll. Geology, 16, 173–177. LUEDER, D.R. (1959). Aerial photographic interpretation. New York, NY, McGraw-Hill Book Co. LUHN, H.P. (1960). Computer for verifying numbers. United States Patent Office, Patent number 2,950,048. LUMB, P. (1966). The variability of natural soils. Canadian Geotechnical Journal, 3,74–97. LUO, J., SKALA, W., WAGNER, M. and GERMANN, K. (1994). Prototype development of GEOEXPLORER, a knowledge-based system for supergene deposits: identification of favorable areas for bauxite. Mathematical Geology, 26, 973–983. LUQUE-ESPINAR, J.A., CHICA-OLMO, M. and PARDO-IGÚZQUIA, E. (2008). Climatological cycles in groundwater levels in a detritic aquifer. In: DRAGONI, W. and SUKHIJA, B.S. (eds.). Climate change and groundwater. Geological Society Special Publication 288. London, The Geological Society, 53–62. LUSSER, R. (1950). A study of methods for achieving reliability of guided missiles. NAMTC Technical Report No. 75, Point Mugu, CA, United States Naval Air Test Center. LYAPUNOV, A.M. (1901). Nouvelle forme du théorème sur la limite de probabilités [A new form of theorem on the limit of probabilities]. Me´moire de l’Acade´mie Impe´riale des Sciences de Saint Pe´ tersbourg, ser. 8, 12 (5), 1–24. LYMAN, B.J. (1873). On the importance of surveying in geology. Transactions of the American Institute of Mining Engineers, 1, 183–192. LYMAN, B.S. (1870). General report on the Punjab oil lands. Lahore, Public Works Department, Government of India. LYON, R.F. (2006). A brief history of ‘pixel’. In: SAMPAT, N., DICARLO, J.M. and MARTIN, R. A., (eds.). Digital Photography II, IS&T/SPIE Symposium on Electronic Imaging, 15–19 January 2006, San Jose, California, USA, Bellingham, WA, International Society for Optics and Photon- ics, 1–15 [http://www.foveon.com/files/ABriefHistoryofPixel2.pdf]. LYONS, R. (2008). Quadrature signals: Complex but not complicated [online: https://www.ieee.li/ pdf/essay/quadrature_signals.pdf]. MA, Y.Z. (2009). Simpson’s Paradox in natural resource evaluation. Mathematical Geosciences, 41, 193–213. MACAGNO, E.O. (1971). Historico-critical review of dimensional analysis. Journal of the Franklin Institute, 292, 391–402. MACCARTHY, J.K., BORCHERS, B. and ASTER, R.C. 2011. Efficient stochastic estimation of the model resolution matrix diagonal and generalized cross-validation for large geophysical inverse problems. Journal of Geophysical Research. Solid Earth, ser.B,116, 2156–2202. MACDONALD, A.C. and AASEN, J.O. (1994). A prototype procedure for stochastic modeling of facies tract distribution in shoreface reservoirs. In: YARUS, J.M. and CHAMBERS, R.L. (eds.). Stochastic modeling and geostatistics. Principles, methods and case studies. AAPG Computer Applications in Geology, no. 3. Tulsa, OK, American Association of Petroleum Geologists, 91–105. MACDOUGALL, J.D. (1979). The distribution of total alpha radioactivity in selected manganese nodules from the North Pacific: Implications for growth process. In: BISCHOFF, J.L. and PIPER, D.Z. (eds.). Marine geology and oceanography of the Pacific manganese nodule province. Marine Science v. 9. New York, NY, Plenum Press, 775–789. MACELWANE, J.B. 1932. Introduction to theoretical seismology. Part 1. Geodynamics. Saint Louis, MO, St. Louis University. MACKE, R.J., BRITT, D.T. and CONSOLMAGNO, G.J. (2010). Analysis of systematic error in “bead method” measurements of meteorite bulk volume and density. Planetary and Space Science, 58, 421–426. 801 Bibliography

MACLAURIN, C. (1742). A treatise of fluxions in two books. Edinburgh, T.W. and T. Ruddimans. MACLEOD, N. (2002a). Geometric morphometrics and geological form-classification systems. Earth Science Reviews, 59,27–47. MACLEOD, N. (2002b). Morphometrics. In: PAGEL, M.D. (ed.). Encyclopedia of Evolution. London, Academic Press, 768–771. MADDEN, M. (ed.) (2009). Manual of geographic information systems. Bethesda, MD, American Society for Photogrammetry and Remote Sensing. MADOW, W. G. (1949). On the theory of systematic sampling. II. The Annals of Mathematical Statistics, 20, 333–354. MADOW, W.G. and MADOW, L.H. (1944). On the theory of systematic sampling. I. The Annals of Mathematical Statistics, 15,1–24. MAGIDIN, A. (2010). Lebesque integral basics [online: http://math.stackexchange.com/questions/ 7436/lebesgue-integral-basics]. MAGOTRA, N., HUSH, D., BIBBO, J. and CHAEL, E. (1990). Seismic signal discrimination using adaptive system parameters. In: JOHNSON, R.H., NOWROUZIAN, B. and TURNER, L.E., (eds.). Proceedings of the 33rd Midwest Symposium on Circuits and Systems, August 12–15, 1990, Calgary Convention Centre, Calgary, Alberta, Canada v.1, Piscataway, NJ, Institute of Electrical and Electronics Engineers, 84–87. MAGUIRE, D.J. and RAPER, J.F. (eds.) (1992). GIS design models. Computers & Geosciences, 18, 4, 387–475. MAGURRAN, A.E. (2004). Measuring biological diversity. Oxford, Blackwell Science. MAHALANOBIS, P.C. (1927). Analysis of race-mixture in Bengal. Journal and Proceedings of the Asiatic Society, Bengal (n.s.), 23, 310–333. MAHER, L.J. (1993). SLOTDEEP.EXE: manual correlation using a dissimilarity matrix. INQUA- Commission for the study of the Holocene, Working Group on Data Handling-Methods. Newslet- ter 9 [online: http://www.chrono.qub.ac.uk/inqua/boutique/newltr-9.txt]. MAHER, L.J. (1998). SLOTDEEP v. 1.8 adds DC profiles to its DC map. INQUA-Commission for the study of the Holocene, Working Group on Data Handling-Methods. Newsletter 18 [online: http://www.chrono.qub.ac.uk/inqua/news18/n18-ljm2.htm]. MAHON, K.I. (1996). The new ‘York’ regression: application of an improved statistical method to geochemistry. International Geology Review, 38, 293–303. MAIMAN, T.H. (1960). Stimulated optical radiation in ruby. Nature, 187, 493–494. MAINDONALD, J. and BRAUN, J. (2003). Data analysis and graphics using R. An example-based approach. Cambridge, Cambridge University Press. MAIRAN, [J.-J. D.] (1738 [1735]). Experiences sur la longeur du pendule a secondes à Paris [Experiments on the length of the seconds pendulum at Paris]. Histoire de l’Acade´mie Royale des Sciences, for 1735, 153–220. MAIRE, C. and BOSCOVICH, R.J. (1755). De litteraria expeditione per pontificam ditionem ad dimetiendos duos meridiani gradus et corrigendam mappam geographicam. Jussu, et auspiciis Benedicti XIV, Pont. Max [An account of an expedition to measure two degrees of the meridian]. Rome, Nicolaus & Marcus Palearini. MAIRE, C. and BOSCOVICH, R.J. (1770). Voyage astronomique et geographique, dans l’e´tat de l’eglise, entrepris par l’ordre et sous l’auspices du Pape Beniot XIV, pour mesurer deux de´gre´s du me´ridien, and corriger la Carte de l’Etat eccle´siastique [Astronomical and geographical travel in the state of the Church, undertaken by the order and under the auspices of Pope Benedict XIV, to measure two degrees of the meridian, and to correct the map of the ecclesiastical state]. Paris, N.M. Tillard. MÄKINEN, J. (1991). Similarity analysis using rank in till geochemistry. Bulletin of the Geological Society of Finland, 63,49–57. 802 Bibliography

MAL, A.K. (1962). Attenuation of Love-waves in the low-period range near volcanic island margin. Pure and Applied Geophysics, 51,47–58. MALAMUD, B.D. and TURCOTTE, D.L. (1999). Self-affine time series. I. Generation and analyses. Advances in Geophysics, 40,1–90. MALIUGA, D.P. (1947). Opochvakh irasteniiakh kak Poiskovykh priznakakh na metally [On soils and plants as prospecting indicators for metals]. Izvestiya Akademii Nauk SSSR seriya geologicheskaya, 3, 135–138. MALLARD, E. (1879). Traite´ de cristallographie geóme´trique et physique [Treatise on geometrical and physical crystallography]. Paris, Dunod. MALLAT, S.G. (1989a). Multiresolution approximations and wavelet orthonormal bases of L^2(R). Transactions of the American Mathematical Society, 315,69–87. MALLAT, S.G. (1989b). A theory for multiresolution signal decomposition: the wavelet representation. IEEE Transactions on Pattern Analysis and Machine Representation, PAMR-11, 674–693. MALLAT, S.G. (1999). A wavelet tour of signal processing. New York, NY, Academic Press. MALLAT, S.G. (2008). A wavelet tour of signal processing: The sparse way. 3rd edn., Amsterdam, Academic Press. MALLET, J.-L. (1997). Discrete modelling for natural objects. Mathematical Geology, 29, 199–219. MALLET, J.-L., JACQUEMIN, P. and CHEIMANOFF, N. (1989). GOCAD project: Geometric modeling of complex geological surfaces. SEG Expanded Abstracts, 8 (1), 126–128. MANCEY, S.J. (1982). Cluster analysis in geology. In: HORDER, M.F. and HOWARTH, R.J. (eds.). Computer applications in geology I and II. Miscellaneous Paper no. 14. London, The Geological Society, 89–102. MANDEL, J. (1991). The validation of measurement through interlaboratory studies. Chemometrics and Intelligent Laboratory Systems, 11, 109–119. MANDEL, J. and LINNIG, F.J. (1957). Study of accuracy in chemical analysis using linear calibration curves. Analytical Chemistry, 29, 743–749. MANDELBROT, B. (1965). Self-similar error clusters in communications systems and the concept of conditional stationarity. IEEE Transactions on Communications Technology, COM-13,71–90. MANDELBROT, B. (1967). How long is the coast of Britain? Statistical self-similarity and fractional dimension. Science, new ser., 156, 636–638. MANDELBROT, B.B. (1972). Possible refinements of the lognormal hypothesis concerning the distribution of energy dissipation in intermittent turbulence. In: ROSENBLATT, M. and VAN ATTA, C. (eds.). Statistical models and turbulence. Lecture notes in physics 12. New York, NY, Springer-Verlag, 333–351. MANDELBROT, B. (1975a). Les objects fractales: Forme, hasard, et dimension [Fractals: Form, chance and dimension]. Paris, Flammarion. MANDELBROT, B.B. (1975b). On the geometry of homogeneous turbulence, with stress on the fractal dimension of the iso-surfaces of scalars. Journal of Fluid Mechanics, 72, 401–416. MANDELBROT, B. (1977). Fractals: Form chance and dimension. San Francisco, CA, W.H. Freeman. MANDELBROT, B.B. (1982). The fractal geometry of nature. San Francisco, CA, W.H. Freeman. MANDELBROT, B.B. (1985). Self-affine fractals and fractal dimension. Physica Scripta, 32, 257–260. MANDELBROT, B.B. (1995). Measures of fractal lacunarity: Minkowski content and alternatives. In: BANDT, C., GRAF, S. and ZÄHLE, M. (eds.). Fractal geometry and stochastics. Basel, Birkhäuser Verlag, 15–42. MANDELBROT, B.B. and WALLIS, J.R. (1969). Some long-run properties of geophysical records. Water Resources Research, 5, 321–340. 803 Bibliography

MANDELZWIG, V.B. and TABAKIN, F. (2001). Quasilinearization approach to nonlinear problems in physics with application to nonlinear ODEs [ordinary differential equations]. Computer Physics Communications, 141, 268–281. MANGOUN, A. and ISRAEL, P. (2013). Did you know? Edison coined the word ‘Bug.’ [online: http://theinstitute.ieee.org/technology-focus/technology-history/did-you-know-edison-coined- the-term-bughttp://theinstitute.ieee.org/technology-focus/technology-history/did-you-know- edison-coined-the-term-bug]. MANN, B.L. (2009). Computer-Aided Instruction. In: WAH, B.W. (ed.). Wiley Encyclopaedia of Computer Science and Engineering. New York, NY, John Wiley & Sons, 1, 583–592. MANN, C.J. (1987). Misuses of linear regression in the earth sciences. In: SIZE, W.B. (ed.). Use and abuse of statistical methods in the earth sciences. Oxford, Oxford University Press, 74–108. MANN, H.B. and WHITNEY, D.R. (1947). On a test of whether one of two random variables is stochastically larger than the other. Annals of Mathematical Statistics, 18,50–60. MANN, J.C. (1974). Quasifunctional equations for Ste. Genevieve Limestone facies and lithology. Mathematical Geology, 6, 107–116. MANN, K.O. and LANE, H.R. (eds.) (1995). Graphic correlation. SEPM Special Publication 53. Tulsa, OK, Society for Sedimentary Geology. MANSON, V. and IMBRIE, J. (1964). FORTRAN program for factor and vector analysis of geologic data using an IBM 7090 or 7094/1401 computer system. Kansas Geological Survey Special Distribution Publication 13, Lawrence, KS, Kansas Geological Survey. MANTÉ, C., YAO, A.F. and DEGIOVANNI, C. Principal component analysis of measures with special emphasis on grain-size curves. Computational Statistics & Data Analysis, 51, 4969–4983. MANTOGLOU, A. and WILSON, J.L. (1982). The turning bands methods for simulation of random ﬁelds using line generation by the spectral method. Water Resources Research, 18, 1379–1394. MAO, W.J. and GUBBINS, D. (1995). Simultaneous determination of time delays and stacking weights in seismic array beamforming. Geophysics, 80, 491–502. MARBLE, J.P. (1936). Lead-Uranium ratio of siliceous pitchblende from Great Bear Lake, N.W.T., Canada, and its possible age. Journal of the American Chemical Society, 58, 434–437. MARBLE, M. (1878). Currency quacks, and the Silver Bill. The North American Review, 126, 156–170. MARCOTTE, D. (1991). Cokriging with Matlab. Computers & Geosciences, 17, 1265–1280. MARCOTTE, D. (2016). Spatial turning bands simulation of anisotropic non-linear models of coregionalization with symmetric cross-covariances. Computers & Geosciences, 89, 232–238. MARCOTTE, D. and DAVID, M. (1985). The bi-Gaussian approach: A simple method for recovery estimation. Journal of the International Association for Mathematical Geology, 17, 625–644. MARCUS, A.H. (1970). Stochastic models of lunar rocks and regolith. Part I. Catastrophic splitting theory. Journal of the International Association for Mathematical Geology, 2, 153–174. MARDIA, K.V. (1970). Measures of multivariate skewness and kurtosis with applications. Biometrika, 57, 519–530. MARDIA, K.V. (1972). Statistics of directional data. London, Academic Press. MARDIA, K.V. and JUPP, P.E. (2000). Directional statistics. Chichester, John Wiley & Sons. MARI, J.L. (2006). Seismic wave separation by SVD and (F-K) combined ﬁlters. In: Proceedings, ISCCSP 2006: Second International Symposium on Communications, Control and Signal Processing, 13–15 March 2006, Marrakech, Morocco; Geophysical Signal Processing Session, SuviSoft Oy, Tempere, 1–4. MARI, J.L., GLANGEAUD, F. and COPPENS, F. (1999). Signal processing for geologists and geophysicists. Paris, Editions Technip, Institut Français du Petrole Publications. MARINI, F. and WALCZAK, B. (2015). Particle swarm optimization (PSO). A tutorial. Chemometrics and Intelligent Laboratory Systems ser. B, 149, 153–165. 804 Bibliography

MARK, D.M. and CHURCH, M. (1977). On the misuse of regression in earth science. Journal of the International Association for Mathematical Geology, 9,63–77. MARKETOS, G., THEODORIDIS, Y. and KALOGERAS, I.S. (2008). Seismological data warehousing and mining: a survey. International Journal of Data Warehousing and Mining, 4, 1–16. MARKOV, A.A. (1906). Rasprostranenie zakona bol’shih chisel na velichiny, zavisyaschie drug ot druga [Extension of the law of large numbers to events dependant one on the other]. Izvestiya Fiziko-matematicheskogo obschestva pri Kazanskom universitete, ser. 2, 15, 135–156. MARKOV, A.A. (1954). Teoriya Algorifmov [Theory of algorithms]. Trudy Matematicheskogo Instituta imeni V.A. Steklova, 42,1–444. MARKOV, A.A. (1961). Theory of algorithms [translated by J.J. SCHORR-KON]. Jerusalem, The Israel Program for Scientific Translations. MARPLE, S.L., Jr. (1989). A tutorial overview of modern spectral estimation. In: ICASSP89: Proceedings of the International Conference on Acoustics, Speech and Signal Processing, 23–26 May, 1989, Glasgow, Scotland, Piscataway, NY, Institute of Electrical and Electronic Engineers, 2152–2157. MARPLE, S.L., Jr. (1987). Digital spectral analysis with applications. Englewood Cliffs, NJ, Prentice-Hall. MARQUARDT, D.W. (1963). An algorithm for least-squares estimation of nonlinear parameters. SIAM Journal on Applied Mathematics, 11, 431–441. MARQUIS, D.G. and PORTER, J.M., Jr. (1939). Differential characteristics of conditioned eyelid responses established by reflex and voluntary reinforcement. Journal of Experimental Psychology, 24, 347–365. MARQUIS, J.-P. (2010). Category theory. Stanford Encyclopaedia of Philosophy [online: http:// plato.stanford.edu/entries/category-theory]. MARR, D. (1969). A theory of cerebellar cortex. Journal of Physiology, 202, 437–479. MARSCHALLINGER, R. (1991). Interface programs to enable full 3-D geological modeling with a combination of AutoCAD and SURFER. Computers & Geosciences, 17, 1383–1394. MARTIN, E.W. (1965). Electronic data processing: an introduction. Homewood, IL, R.D. Irwin. MARTIN, G. and GORDON, T. (1977). Data-base management systems – Data models and query languages. Computers & Geosciences, 3, 387–393. MARTIN, P.M. and MILLS, A.A. (1977). Does the lunar regolith follow Rosin’s law? The Moon, 16, 215–219. MARTIN, W.H. (1929). Decibel – The name for the transmission unit. Bell System Technical Journal, 8,1–2. MARTÍN-FERNÁNDEZ, J.A. and THIO-HENESTROSA, S. (2006). Rounded zeros: some practical aspects for compositional data. In: BUCCIANTI, A., MATEU-FIGUERAS, G. and PAWLOWSKY-GLAHN, V. (eds.). Compositional data analysis in the geosciences: From theory to practice. London, The Geological Society, 191–202. MARTÍN-FERNÁNDEZ, J.A., BARCELÓ-VIDAL, C. and PAWLOWSKY-GLAHN, V. (2003). Dealing with zeros and missing values in compositional data sets using nonparametric imputation. Mathematical Geology, 35, 253–278. MARTINS, L.R. (1965). Significance of skewness and kurtosis in environmental interpretation. Journal of Sedimentary Petrology, 85, 768–770. MASON, C.C. and FOLK, R.L. (1958). Differentiation of beach, dune and aeolian flat environments by size analysis, Mustang Island, Texas. Journal of Sedimentary Petrology, 28,211–226. MASON, R.M. (1956). The digital approximation of contours. Journal of the ACM, 3, 355–359. MASSÉ, L. (1955). Probability distribution of reflections on seismic records. Geophysics, 20, 243–253. 805 Bibliography

MASSEY, F.J., Jr. (1951). The Kolmogorov-Smirnov test of goodness of fit. Journal of the American Statistical Association, 46,68–78. MASTERS, C.D., ROOT, D.H. and TURNER, R.M. (1998). World conventional crude oil and natural gas: Identified reserves, undiscovered resources and futures. United States Geological Survey Open-File Report 98-468, Reston, VA, U. S. Geological Survey [online: http://pubs.usgs. gov/of/1998/of98-468/text.htm]. MASUDA, A. (1957). Simple regularity in the variation of relative abundances of rare earth elements. Journal of Earth Sciences Nagoya University, 5, 125–134. MASUDA, A. (1962). Regularities in variation of relative abundances of lanthanide elements and an attempt to analyse separation-index patterns of some materials. Journal of Earth Sciences Nagoya University, 10, 173–187. MATERKA, A. and STRZELECKI, M. (1998). Texture analysis methods – A review. COST B11 [European Cooperation in Science and Technology: Quantitation of magnetic resonance image texture action] report. Łódź, Poland, Institute of Electronics, Technical University of Łódź [online: http://www.eletel.p.lodz.pl/programy/cost/pdf_1.pdf]. MATEU-FIGUERAS, G. (2003). Models de distribucio sobre el símplex [Distribution models on the simplex]. Doctoral dissertation, Catalunya, Universitat Politècnica de Catalunya. MATEU-FIGUERAS, G., BARCELÓ-VIDAL, C. and PAWLOWSKY-GLAHN, V. (1998). Modelling compositional data with multivariate skew-normal distributions. In: BUCCIANTI, A., NARDI, G. and POTENZA, R. (eds.). Proceedings of the Fourth Annual Conference of the International Association for Mathematical Geology. Naples, De Frede Editore, 2, 532–537. MATEU-FIGUERAS, G., PAWLOWSKY-GLAHN, V. and BARCELÓ-VIDAL, C. (2003). Distributions on the simplex. In: THIÓ-HENESTROSA, S. and MARTIN-FERNÁNDEZ, J.A. (eds.). Compositional Data Analysis Workshop, 15–17 October 2003 [CoDaWork’03]. Girona, Universitat de Girona, 1–17 [online: http://ima.udg.es/Activitats/ CoDaWork03/]. MATEU-FIGUERAS, G., PAWLOWSKY-GLAHN, V. and EGOZCUE, R., JUAN, J. (2013). The normal distribution in some constrained sample spaces. Statistics and Operations Research Transactions, 37,29–56. MATHER, K. (1951). The measurement of linkage in heredity. 2nd edn., London, Methuen. MATHERON, G. (1960). Krigeage d’un panneau rectangulaire par sa périphérie [Kriging of a rectangular panel via its periphery]. Note geóstatistique No. 28, Fontainebleau, Centre de Géostatistique, École des Mines de Paris. MATHERON, G. (1962–63). Traité de géostatistique appliquée [Treatise on applied geostatistics]. Me´moires du Bureau des Recherches Geólogiques Minières, 14. Paris, Technip. MATHERON, G. (1963). Principles of geostatistics. Economic Geology, 58, 1246–1266. MATHERON, G. (1965). Les variables re´gionaliseés et leur estimation [Regionalised variables and their estimation]. Paris, Masson. MATHERON, G. (1967). Kriging or polynomial interpolation procedures? A contribution to polemics in mathematical geology. Canadian Institute of Mining and Metallurgy Transactions, 70, 240–244. MATHERON, G. (1969). Le Krigeage Universel: Recherche d’estimateurs optimaux en présence d’une dérive. Fascicule 1 [Universal kriging: The search for optimal estimators in the presence of drift. Part I]. Les cahiers du Centre de Morphologie Mathe´matique, Fontainebleu, École des Mines de Paris. MATHERON, G. (1970). La theórie des variables re´gionaliseés et ses applications. Fascicule 5 [The theory of regionalised variables and its applications. Part 5]. Fontainebleau, Centre de Géostatistique, École des Mines. 806 Bibliography

MATHERON, G. (1971). The theory of regionalized variables and its applications. Cahiers du Centre de Morphologie Mathe´matique de Fontainebleau, no. 5., Fontainebleau, Centre de Géostatistique, École des Mines. MATHERON, G. (1972). The turning bands: a method for simulating random functions in ℝn. Technical Report N-303, Paris, Centre de Morphologie Mathématique, École des Mines de Paris. MATHERON, G. (1973a). Le krigage disjonctif [Disjunctive kriging]. Note interne N-360, Fontainebleau, Centre de Géostatistique, École des Mines de Paris. MATHERON, G. (1973b). The intrinsic random functions and their applications. Advances in Applied Probability, 5, 439–468. MATHERON, G. (1976). Le choix des modèles en géostatistique [The choice of models in geostatistics]. In: GUARASCIO, M., DAVID, M. and HUIJBREGTS, C. (eds.). Advanced geostatistics in the mining industry, Advanced geostatistics in the mining industry. Proceedings of the NATO Advanced Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, Reidel, 11–27. MATHERON, G. (1982). Pour une analyse krigante des données régionalisées [A kriging analysis of regionalised variables]. Note N-732, Fontainebleau, Centre de Géostatistique, École des Mines de Paris. MATHESON, I.B.C. (1990). A critical comparison of least absolute deviation fitting (robust) and least squares fitting: the importance of error distributions. Computers and Chemistry, 14,49–57. MATHEWS, J.H. (2003). Module for Galerkin’s method [online: http://mathfaculty.fullerton.edu/ mathews/n2003/GalerkinMod.html]. MATHON, B.R., OZBEK, M.M. and PINDER, G.F. (2010). Dempster-Shafer Theory applied to uncertainty surrounding permeability. Mathematical Geosciences, 42, 293–307. MATSUMOTO, M. and NISHIMURA, T. (1998). Mersenne twister: a 623-dimensionally equidistributed uniform pseudo-random number generator. ACM Transactions on Modelling and Computer Simulation, 8,3–30. MATTHEWS, R.R., MOONEY, T.D., HAYNIE, R.B. and ALBRIGHT, J.C. (1965). Supplementary computer programs for dipmeter analysis. In: Transactions of the Society of Professional Well Log Analysts 6th Annual Logging Symposium, Dallas, Texas. v.2, Society of Professional Well Log Analysts, D1-D19. MAUPERTUIS, P.-L.M. de (1738). La figure de la Terre, de´termineé par les observations de Messieurs De Maupertuis, Clairaut, Camus, Le Monnier,. M. l’Abbe´ Outhier, [et] M. Celsius. au Cercle Polaire [The Figure of the Earth as determined at the Polar Circle]. Paris, L’Imprimerie Royale. MAVKO, G., MUKERJI, T. and DVORKIN, J. (2009). The rock physics handbook. Tools for seismic analysis of porous media. 2nd edn., Cambridge, Cambridge University Press. MAXWELL, J.C. (1860a). Illustrations of the dynamical theory of gases – Part 1. On the motions and collisions of perfectly elastic spheres. The London, Edinburgh and Dublin Philosophical Maga- zine and Journal of Science, ser. 4, 19 (124), 19–32. MAXWELL, J.C. (1860b). Illustrations of the dynamical theory of gases – Part II. On the process of diffusion of two or more kinds of moving particles among one another. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 20 (130), 21–37. MAXWELL, J.C. (1873). A treatise on electricity and magnetism. 2 vols. Oxford, Clarendon Press. MAXWELL, J.C. (1879). Harmonic analysis. In: Encyclopaedia Britannica. Vol XI. 9th edn., Edinburgh, A. & C. Black, 481–482. MAY, J.P. (1981). Chi: a proposed standard parameter for settling tube analysis of sediments. Journal of Sedimentary Petrography, 51, 607–610. MAY, R.M. (1972). Limit-cycles in predator-prey communities. Science, 177, 900–902. 807 Bibliography

MAY, R.M. (1976). Simple mathematical models with very complicated dynamics. Nature, 261, 459–467. MAYER, A.L. (1957). Ignition repression control system. United States Patent Office, Patent number 2,809,344 [applied for 1953]. MAYNE, W.H. (1956). Seismic surveying. United States Patent Office, Patent number 2,732,906. MAYNE, W.H. (1962). Common-reflection-point horizontal data-stacking techniques. Geophysics, 27, 927–938. MCALISTER, D. (1879). The law of the geometric mean. Proceedings of the Royal Society, London, 29, 367–376. MCARTHUR, J.M., HOWARTH, R.J. and SHIELDS, G.A. (2012). Strontium isotope stratigraphy. In: GRADSTEIN, F., OGG, J., SCHMITZ, M. and OGG, G. (eds.). The geologic timescale 2012. Vol. 1. Oxford, Elsevier, 127–144. MCBRATNEY, A.B. and WEBSTER, R. (1983). Optimal interpolation and isarithmic mapping of flood deposits. Environmental Geology and Water Sciences, 11,95–106. MCCAMMON, R.B. (1969). Fortran IV program for nonlinear estimation.. Kansas Geological Survey Computer Contribution 34, Lawrence, KS, Kansas Geological Survey. MCCAMMON, R.B. (1970). On estimating the relative biostratigraphic value of fossils. Bulletin of the Geological Institution, University of Uppsala, new ser., 2,49–57. MCCAMMON, R.B. (1973). Nonlinear regression for dependent variables. Journal of the Interna- tional Association for Mathematical Geology, 5, 365–375. MCCAMMON, R.B. (ed.) (1975a). Concepts in geostatistics. New York, NY, Springer-Verlag. MCCAMMON, R.B. (1975b). On the efficiency of systematic point-sampling in mapping facies. Journal of Sedimentary Petrology, 45, 217–229. MCCAMMON, R.B. (1977). Target intersection probabilities for parallel-line and continuous grid types of search. Journal of the International Association for Mathematical Geology, 9, 369–382. MCCAMMON, R.B. (1990). Prospector II – Towards a map-based expert system for regional mineral resource assessment. In: AGTERBERG, F.P. and BONHAM-CARTER, G.F. (eds.). Statistical applications in the earth sciences. Paper 89-9. Ottawa, Geological Survey of Canada, 395–404. MCCAMMON, R.B. (1994). Prospector II: Towards a knowledge base for mineral deposits. Mathe- matical Geology, 26, 917–936. MCCAMMON, R.B., BOTBOL, J.M., SINDING-LARSEN, R. and BOWEN, R.W. (1983). Charac- teristic analysis – 1981: Final program and a possible discovery. Journal of the International Association for Mathematical Geology, 15,59–83. MCCAMMON, R.B., BOTBOL, J.M., SINDING-LARSEN, R. and BOWEN, R.W. (1984). The New Characteristic Analysis (NCHARAN). United States Geological Survey Bulletin 1621, Washington, DC, United States Government Printing Office. MCCANN, C. and TILL, R. (1973). The use of on-line computing in teaching geology and geophysics. Journal of Geological Education, 21, 187–193. MCCARN, D.W. and CARR, J.R. (1992). Influence of numerical precision and equation solution algorithm on computation of kriging weights. Computers & Geosciences, 18, 1127–1167. MCCARTHY, J. (1960). Recursive functions of symbolic expressions and their computation by machine, Part I. Communications of the ACM, 3, 184–195. MCCARTHY, J. (1979). History of Lisp [online: http://www-formal.stanford.edu/jmc/history/lisp/ lisp.html]. MCCARTHY, J., MINSKY, M.L., ROCHESTER, N. and SHANNON, C.E. (1955). A proposal for the Dartmouth Summer Research Project on Artificial Intelligence. [online]. http://www-formal. stanford.edu/jmc/history/dartmouth/dartmouth.html. 808 Bibliography

MCCARTHY, J. and SILVER, R. (1960). Colossal Typewriter Program. Digital Equipment Corp. Internal memorandum, 19 December 1960 [online: http://s3data.computerhistory.org/pdp-1/DEC. pdp_1.1960.102650331.pdf]. MCCOWAN, D.W. (1968). Digital computer programs for the design and evaluation of multichannel ﬁlters. Seismic Data Laboratory Report 210, Alexandria, VA, Earth Sciences Division, Teledyne Industries. MCCRACKEN, D.D. (1963). A guide to Fortran programming. New York, NY, John Wiley & Sons. MCCRACKEN, D.D. (1965). A guide to FORTRAN IV programming. New York, NY, John Wiley & Sons. MCCUE, G.A. and DUPRIE, H.J. (1965). Improved FORTRAN IV contouring program. Report SID 65-672 , Downey, CA, North American Aviation Inc., Space and Information Systems Division. MCCUE, K., KENNETT, B.L.N., GAULL, B.A., MICHAEL-LEIBA, M., WEEKES, J. and KRAYSHEK, C. (1989). A century of earthquakes in the Dalton-Gunning region of New South Wales. BMR Journal of Australian Geology and Geophysics, 11,1–9. MCCULLOUGH, B.D. (2008). Microsoft Excel’s ‘Not the Wichmann-Hill’ random number generator. Computational Statistics and Data Analysis, 52, 4587–4593. MCCUTCHEN, W.T. (1966). Set theory and rock classiﬁcation. Journal of Geological Education, 14, 91–92. MCELHINNY, M.W. and MCFADDEN, P.L. (2000). Palaeomagnetism: Continents and Oceans. International Geophysics Series 73. San Diego, CA, Academic Press. MCEWEN, R.B. and JACKNOW, H.R. (1980). USGS Digital cartographic data base. In: AANGEENBRUG, R.T., (ed.). Auto Carto IV. Proceedings of the International Symposium on Cartography and Computing: Applications in Health and Environment, Reston, VA, November 4–8, 1979, Gaithersburg, MD. American Congress on Surveying and Mapping, 225–235. MCGHEE, H.A. (1953). A survey of the development of television pick-up devices. Journal of the British Institution of Radio Engineers, 13, 543–557. MCGILL, R., TUKEY, J.W. and LARSEN, W.A. (1978). Variations of box plots. The American Statistician, 32,12–16. MCGOWAN, A.J. and SMITH, A.B. (2007). Ammonoids across the Permian/Triassic boundary: A cladistic perspective. Palaeontology, 50, 573–590. MCGREGOR, G. (1981). Weathering characteristics of Late Pleistocene tills. New Zealand Journal of Geology and Geophysics, 24, 107–113. MCGUIRE, R.K. (2008). Probabilistic seismic hazard analysis: Early history. Earthquake Engineer- ing and Structural Dynamics, 37, 329–338. MCHONE, J.G. (1977). TRIPLOT: an APL program for plotting triangular diagrams. Computers & Geosciences, 3, 633–635. MCINTYRE, D. B. (1993). Jacobi’s method for eigenvalues: An illustration of J. Vector. The Journal of the British APL Association, 9, 125–133. MCINTYRE, D.B. and WEISS, L.E. (1956). Construction of block diagrams to scale in orthographic projection. Proceedings of the Geologists Association, 67, 142–155. MCKAY, M.D., BECKMAN, R.J. and CONOVER, W.J. (1979). A comparison of three methods for selecting values of input variables in the analysis of output from a computer code. Technometrics, 21, 239–245. MCKAY, R.J. and CAMPBELL, N.A. (1982). Variable selection techniques in discriminant analysis. I. Description. British Journal of Mathematical and Statistical Psychology, 35,1–29. MCKELVEY, V.E. (1960). Relation of reserves of the elements to their crustal abundance. American Journal of Science, 258-A, 234–241. MCKELVEY, V.E. (1972). Mineral resource estimates and public policy. American Scientist, 60, 32–40. 809 Bibliography

MCKELVEY, V.E. (1973). Mineral resource estimates and public policy. In: BROBST, D.A. and PRATT, W.P. (eds.). United States mineral resources. United States Geological Survey Profes- sional Paper 820. Washington, DC, United States Government Printing Office, 9–19. MCKENZIE, D.P. (1969). The relation between fault plane solutions for earthquakes and the directions of the principal stresses. Bulletin of the Seismological Society of America, 59, 591–601. MCLACHLAN, G.J. and KRISHNAN, T. (1997). The EM [expectation-maximization] algorithm and extensions. New York, NY, John Wiley & Sons. MCMECHAN, G.A. (1983). Seismic tomography in boreholes. Geophysical Journal of the Royal Astronomical Society, 74, 601–612. MCMECHAN, G.A. and OTTOLINI, R. (1980). Direct observation of a p-t curve in a slant stacked wavefield. Bulletin of the Seismological Society of America, 70, 775–789. MCNELLIS, J.M., MORGAN, C.O. and LOWELL, B. (1968). Digital computer applications that facilitate collection and interpretation of ground-water data. In: The use of analog and digital computers in hydrology: Proceedings of the Tucson Symposium [Tucson, Arizona, December 9–15, 1968]: a contribution to the International Hydrological Decade. Special Publication 80/81. Gentbrugge, International Association of Scientific Hydrology, 561–568. MCWILLIAMS, T.P. (1986). Sensitivity analysis of geologic computer models: A formal procedure based on Latin hypercube sampling. Mathematical Geology, 19,81–90. MEAGHER, D. (1982a). Octree generation, analysis and manipulation. Report IPL-TR-027, Troy, NY, Image Processing Laboratory, Computer and Systems Engineering Department, Rensselaer Polytechnic Institute [online: http://oai.dtic.mil/oai/oai?verb¼getRecord&metadataPrefix¼html& identifier¼ADA117450]. MEAGHER, D.J. (1982b). Geometric modeling using octree encoding. Computer Graphics and Image Processing, 19, 129–147. MEANS, W.D., HOBBS, B.E., LISTER, G.S. and WILLIAMS, P.F. (1980). Vorticity and non-coaxiality in progressive deformations. Journal of Structural Geology, 2, 371–378. MEHTA, C.H., RADHAKRISHNAN, S. and SRIKANTH, G. (1990). Segmentation of well logs by maximum-likelihood estimation. Mathematical Geology, 22, 853–869. MEIJERING, E. (2002). A chronology of interpolation. From ancient astronomy to modern signal and image processing. Proceedings of the IEEE, 90, 319–342. MEINERT, L.D., ROBINSON, G.R., Jr. and NASSAR, N.T. (2016). Mineral resources: Reserves, peak production and the future. Resources, 5(1), [online: http://dx.doi.org/10.3390/ resources5010014]. MEINHOLD, R.J. and SINGPURWALLA, N.D. (1983). Understanding the Kalman filter. The American Statistician, 37, 123–127. MELBOURNE, A.J. and PUGMIRE, J.M. (1965). A small computer for the direct processing of FORTRAN statements. Computer Journal, 8,24–27. MELLINGER, M. (1984). Correspondence analysis in the study of lithogeochemical data: General strategy and the usefulness of various data-coding schemes. Journal of Geochemical Exploration, 21, 455–469. MELNYK, D.H., SMITH, D.G. and AMIRI-GARROUSSI, K. (1994). Filtering and frequency mapping as tools in subsurface cyclostratigraphy, with examples from the Wessex Basin, UK. In: DE BOER, P.L. and SMITH, D.G. (eds.). Orbital forcing and cyclic sequences. Interna- tional Association of Sedimentologists Special Publication 19. Oxford, Blackwell, 35–46. MELROY, T.P. and O’KEEFE, J.A. (1968). Size distribution of lunar surface materials. Journal of Geophysical Research, 73, 2299–2301. MELTON, M.A. (1958a). Correlation structure of morphometric properties of drainage systems and their controlling agents. Journal of Geology, 66, 442–460. 810 Bibliography

MELTON, M.A. (1958b). Use of punched cards to speed statistical analyses of geomorphic data. Geological Society of America Bulletin, 69, 355–358. MENDEL, J.M. (1977). A quantitative evaluation of Ott and Meder’s prediction error filter. Geo- physical Prospecting, 25, 692–698. MENDEL, J.M. (1991). Tutorial on higher-order statistics (spectra) in signal processing and system theory: Theoretical results and some applications. Proceedings of the IEEE, 79, 278–305. MENDELSON, P. (1960). On unstable attractors. Boletín de la Sociedad Matematica Me´xicana, 5, 270–276. MENDEZ, L.A. (2016). A practical introduction to fuzzy logic using LISP. Studies in fuzziness and soft computing 327. Cham, Springer International Publishing. MENDOZA, C.E. (1986). Smoothing unit vector fields. Mathematical Geology, 18, 307–322. MENGER, K. (1926). Allgemeine Räume und Cartesische Räume. Erste Mitteilung [General spaces and Cartesian spaces. I]. Proceedings of the Section of Sciences. Koninklijke Akademie van Wetenschappen te Amsterdam, 29, 476–482. MENGER, K. (2004). General spaces and Cartesian spaces. In: EDGAR, G.A. (ed.). Classics on fractals. Studies in nonlinearity. Boulder, CO, Westview Press, 103–117. MENGER, K. and NÖBELING, G. (eds.) (1932). Kurventheorie [Curve theory]. Berlin, Teubner. MENKE, W. (1989). Geophysical data analysis: Discrete inverse theory. San Diego, CA, Academic Press. MENKE, W. (2012). Geophysical data analysis: Discrete inverse theory. MATLAB edition. Waltham, MA, Academic Press. MERCER, W.B. and HALL, A.D. (1911). Experimental error of field trials. Journal of Agricultural Science, 4, 107–132. MERRIAM, D.F. (1966). Geologic use of the computer. In: SMITH, J.R and WEICHMAN, B.E., (eds.). Symposium on Recently Developed Geologic Principles and Sedimentation of the Permo- Pennsylvanian of the Rocky Mountains; Wyoming Geological Association 20th Annual Confer- ence, Casper, Wyoming, August 31–September 2, 1966, Wyoming Geological Association, 109–112. MERRIAM, D.F. (ed.) (1970). Geostatistics: A Colloquium : Proceedings of a Colloquium on Geostatistics Held on Campus at The University of Kansas, Lawrence on 7–9 June 1970. New York, NY, Plenum Press. MERRIAM, D.F. (1974). Resource and environmental data analysis. In: Earth Science in the Public Service. A symposium presented during dedication ceremonies, United States Geological Survey National Center, Reston, Virginia, July 10–13, 1974. United States Geological Survey Profes- sional Paper 921, Washington, DC, United States Government Printing Office. 37–45. MERRIAM, D.F. (ed.) (1976a). CAI in Geology. Proceedings of the Fourth Geochautauqua, Syracuse University on 8 November 1975. Computers & Geosciences, 2,3–112. MERRIAM, D.F. (ed.) (1976b). Random processes in geology. Berlin, Springer-Verlag. MERRIAM, D.F. (ed.) (1983). The management, analysis, and display of geoscience data. First annual conference. Golden Colorado, 27–29 January 1982. Computers & Geosciences, 9,1–76. MERRIAM, D.F., DREW, L.J. and SCHUENEMEYER, J.H. (2004). Zipf’s Law: a viable geological paradigm? Natural Resources Research, 13, 265–271. MERRIAM, D.F. and JEWETT, D.G. (1989). Methods of thematic map comparison. In: Current methods in Geomathematics. New York, NY, Plenum Press, 9–18. MERRIAM, D.F. and ROBINSON, J.E. (1970). Paper M11: Trend analysis in geologic and geophysical exploration. In: HornickaP říbram ve vědě a technice 1970: Sekce M, Matematicke´ metody v geologii a geofyzice [Mining Pribram in science and Technology 1970. Section M: Mathematical methods in geology and geophysics]. Příbram, Hornická Příbram, 1–41. 811 Bibliography

MERRIAM, D.F. and SNEATH, P.H.A. (1967). Comparison of cyclic rock sequences using cross- association. In: TEICHERT, C. and YOCHELSON, Y. (eds.). Essays in palaeontology and stratigraphy, R.C. Moore commemorative volume.. Special Publication 2. Lawrence, KS, Depart- ment of Geology, University of Kansas, 521–538. MERRILL, S., IIIrd, and GUBER, A.L. (1982). A statistical model for foraminiferal paleobathymetry, with application to the Middle Miocene of the Hokuroku district, Japan. Journal of the International Association for Mathematical Geology, 14, 607–627. MERRIMAN, M. (1877). Elements of the method of least squares. London, Macmillan. MERRIMAN, M. (1903). A text-book on the method of least squares. 8th ed. New York, NY, John Wiley & Sons. MERTENS, M., NESTLER, I. and HUWE, B. (2002). GIS-based regionalization of soil profiles with Classification and Regression Trees. Journal of Plant Nutrition and Soil Science, 165,39–43. MERZBACH, U.C. and ATANASOFF, J.V. (1969). Transcription of interview with John V. Atanasoff. Smithsonian National Museum of American History. Lemelson Center for the Study of Invention and Innovation [online: http://amhistory.si.edu/archives/AC0196_ atan690000.pdf]. METROPOLIS, N. (1987). The beginning of the Monte Carlo method. Los Alamos Science, 15 (Special issue), 125–130. METROPOLIS, N., ROSENBLUTH, A.W., ROSENBLUTH, M.N., TELLER, A.H. and TELLER, E. (1953). Equations of state calculations by fast computing machines. Journal of Chemical Physics, 21, 1087–1092. METROPOLIS, N. and ULAM, S. (1949). The Monte Carlo method. Journal of the American Statistical Association, 44, 335–341. MEUNIER, S. (1904). La geólogie expe´rimentale [Experimental geology]. Paris, F. Alcan. MEURANT, G. (2006). The Lanczos and conjugate gradient algorithms. From theory to finite precision computations. Philadelphia, PA, Society for Industrial and Applied mathematics. MEYER, Y. (1993). Wavelets. Algorithms and applications [based on lectures given at the Instituto de Espana,~ Madrid in 1991; translated by R.D. RYAN]. Philadelphia, Society for Industrial and Applied Mathematics. MEYERHOFF, H.J. (1966). Horizontal stacking and multichannel filtering applied to common depth point seismic data. Geophysical Prospecting, 14, 441–454. MICHALSKI, R.S., CARBONELL, J. and MITCHELL, T. (eds.) (1983). Machine learning: An artificial intelligence approach. Palo Alto, CA, Tioga Publishing. MICHELL, J.H. (1901). Elementary distributions of plane stress. Proceedings of the London Mathematical Society, 32,35–61. MICHENER, C.D. and SOKAL, R.R. (1957). A quantitative approach to a problem in classification. Evolution, 11, 130–162. MICHIE, M.G. (1982). Use of the Bray-Curtis similarity measure in cluster analysis of foraminiferal data. Journal of the International Association for Mathematical Geology, 14, 661–667. MICKEY, M.R., Jr and JESPERSEN, H.W., Jr (1954). Some statistical problems of uranium exploration. Final Technical Report RME-3105, Oak Ridge, TN, United States Atomic Energy Commission. MICROSOFT CORPORATION (1985). Microsoft Excel: quick reference guide. Redmond, WA, Microsoft Corporation. MICROSOFT CORPORATION (2015) [dotNET].NET Framework [online: https://www.microsoft. com/net/]. MIDDLETON, C. (1737). The use of a new azimuth compass for finding the variation of the compass or magnetic needle at sea, with greater ease and exactness than by any ever yet contriv'd for that purpose. Philosophical Transactions of the Royal Society, London, 40, 395–398. 812 Bibliography

MIDDLETON, G.V. (2000). Data analysis in the earth sciences using MATLAB. Upper Saddle River, NJ, Prentice Hall. MIDTTUN, M. and GIERTSEN, C. (1998). Petroleum applications of virtual reality technology: Introducing a new paradigm. In: Expanded abstracts with biographies. 1998 Technical program. SEG International Exposition and 68th Annual Meeting. September 13–18, New Orleans, Louisiana, Tulsa, OK, Society of Exploration Geophysicists, 703–706. MIESCH, A.T. (1967a). Theory of error in geochemical data. United States Geological Survey Professional Paper 574-A, Washington, DC, United States Government Printing Office. MIESCH, A.T. (1967b). Methods for computation for estimating geochemical abundance. United States Geological Survey Professional Paper 574-B, Washington, DC, United States Government Printing Office. MIESCH, A.T. (1976a). Geochemical survey of Missouri – Methods of sampling, laboratory analysis and statistical reduction of data: with sections on laboratory methods. United States Geological Survey Professional Paper 954-A, Washington, DC, United States Government Printing Office. MIESCH, A.T. (1976b). Q-mode factor analysis of geochemical and petrologic data matrices with constant row-sums. United States Geological Survey Professional Paper 574-G, Washington, DC, United States Government Printing Office. MIESCH, A.T. (1976c). Sampling designs for geochemical surveys: Syllabus for a short course. Open-file report 76-772, Denver, CO, United States Geological Survey [online: http://pubs.er. usgs.gov/publication/ofr76772]. MIESCH, A.T. and CHAPMAN, R.P. (1977). Logtransformations in geochemistry. Journal of the International Association for Mathematical Geology, 9, 191–198. MIESCH, A.T., CONNOR, J.J. and EICHER, R.N. (1964). Investigation of geochemical sampling problems by computer simulation. Quarterly of the Colorado School of Mines, 59, 131–148. MILANKOVITĆ, M. (1920). Theórie mathe´matique des pheńomènes thermiques produits par la radiation solaire [Mathematical theory of heat phenomena produced by solar radiation]. Paris, Gauthier-Villars. MILANKOVITĆ, M. (1938). Astronomische Mittel zur Erforschung der erdgeschichtlichen Klimate [Astronomical methods for investigating Earth’s historical climate]. In: GUTENBERG, B. (ed.). Handbuch der Geophysik, v.9. Berlin, Borntraeger, 593–698. MILANKOVITĆ, M. (1941). Kanon der Erdbestrahlung und seine Anwendung auf das Eiszeitenproblem [Canon of insolation and the Ice-Age problem]. Posebńa izdanja Srpska akademija nauka i umetnosti.[Serbian Academy of Science and Arts special editions] v. 132; Section of Mathematical and Natural Sciences v. 33,1–633. MILANKOVITĆ, M. (1969). Canon of insolation and the ice-age problem. Jerusalem, Israel Program for Scientific Translations, v. 1793 [Washington, DC, National Science Foundation], 1–484. MILLENDORF, S.A., SRIVASTAVA, G.S., DYMAN, T.A. and BROWER, J.C. (1978). A FOR- TRAN program for calculating binary similarity coefficients. Computers & Geosciences, 4, 307–311. MILLER, D.M., KAMINSKY, E.J. and RANA, S. (1995). Neural network classification of remote- sensing data. Computers & Geosciences, 21, 377–386. MILLER, J. (ed.) (2015a). Earliest known uses of some of the words of mathematics [online: http:// jeff560.tripod.com/mathword.html]. MILLER, J.(ed.) (2015b). Earliest uses of various mathematical symbols [online: http://jeff560. tripod.com/mathsym.html]. MILLER, J. (2015c). Legendre functions of the first and second kind [online: http://www. solitaryroad.com/c679.html]. 813 Bibliography

MILLER, J.N. (1991). Basic statistical methods for analytical chemistry. Part 2. Calibration and regression methods. The Analyst, 116,3–14. MILLER, R.L. (1949). An application of the analysis of variance to paleontology. Journal of Paleontology, 23, 635–640. MILLER, R.L. (1954). A model for the analysis of environments of sedimentation. The Journal of Geology, 62, 108–113. MILLER, R.L. (1956). Trend surfaces: their application to analysis and description of environments of sedimentation. I. The relation of sediment-size parameters to current-wave systems and physiography. Journal of Geology, 64, 425–446. MILLER, R.L. and KAHN, J.S. (1962). Statistical analysis in the geological sciences. New York, John Wiley & Sons. MILLER, R.L. and OLSON, E.C. (1955). The statistical stability of quantitative properties as a fundamental criterion for the study of environments. Journal of Geology, 63, 376–387. MILLER, S.M. (1983). A statistical method to evaluate homogeneity of structural populations. Journal of the International Association for Mathematical Geology, 15, 317–328. MILLER, V.C. and MILLER, C.F. (1961). Photogeology. New York, NY, McGraw-Hill Book Co. MILLER, W. and HARDING, S.T. (1972). Error analysis of a five-station P-wave location technique. Bulletin of the Seismological Society of America, 62, 1073–1077. MILLER, W.F. (1963). The Caltech digital seismograph. Journal of Geophysical Research, 68, 841–847. MILLER, W.H. (1863). A tract on crystallography designed for the use of students in the University. Cambridge, Deighton, Bell. MILLIKAN, R.A. (1933). Long Beach earthquake and protection against future earthquakes. Summary of report by Joint Technical Committee on Earthquake Protection [online: http:// authors.library.caltech.edu/12455/1/MILlberpt33.pdf]. MILLS, F.C. (1924). Statistical methods applied to economics and business. New York, NY, Henry Holt. MILNE, J. (1882). Suggestions for the systematic observations of earthquakes. Transactions of the Seismological Society of Japan, 4,87–117. MILNE, J. (1885). On construction in earthquake countries, with an abstract of the discussion upon the paper. Minutes of Proceedings of the Institution of Civil Engineers, London, 83 (1), 1–45. MILNE, J. (1898). Seismology. London, Kegan Paul Trench Trübner. MILNE, W.E. (1949). Numerical calculus: approximations, interpolation, finite differences, numerical integration, and curve fitting. Princeton, NJ, Princeton University Press. MILNE, W.E. (1953). Numerical solution of differential equations. New York, NY, Dover Publications. MILNOR, J. (1985). On the concept of attractor. Communications of Mathematical Physics, 99, 177–195. MINASAY, B. and MCBRATNEY, A.B. (2002). Uncertainty analysis for pedotransfer functions. European Journal of Soil Science, 53, 417–430. MINASAY, B. and MCBRATNEY, A.B. (2006). A conditioned Latin hypercube method for sampling in the presence of ancillary information. Computers & Geosciences, 32, 1378–1388. MINDLIN, R.D. (1938). The equiangular strain-rosette. Civil Engineering, London, 8, 546–547. MINKOFF, S.E. (1996). A computationally feasible approximate resolution matrix for seismic inverse problems. Geophysical Journal International, 126, 345–359. MINKOWSKI, H. (1901). Ueber die begriffe, länge, oberfläche und vlumen [On the terms length, surface and volume.]. Jahresbericht der Deutschen Mathematikervereinigung, 9,115–121. 814 Bibliography

MISSALLATI, A., PRELAT, A.E. and LYON, R.J.P. (1979). Simultaneous use of geological, geophysical, and LANDSAT digital data in uranium exploration. Remote Sensing of Environment, 8, 189–210. MISSAN, H., COOPER, B.R., RABA’A, S.M. EL, GRIFFITHS, J.C. and SWEETWOOD, C. (1978). Workshop on areal value estimation. Journal of the International Association for Mathe- matical Geology, 10, 433–439. MITCHELL, U.G. (1911). The growth of algebraic symbolism. In: Lectures on fundamental concepts of algebra and geometry. New York, Macmillan, 226–239. MITKIN, V.N., ZAYAKINA, S.B. and ANOSHIN, G.N. (2003). New technique for the determination of trace noble metal content in geological and process materials. Spectrochimica Acta Part B: Atomic Spectroscopy, 58,311–328. MITRA, S. (1976). A quantitative study of deformation mechanisms and finite strain in quartzites. Contributions to Mineralogy and Petrology, 59, 203–226. MITRA, S. (1992). Balanced structural interpretations in fold and thrust belts. In: MITRA, S. and FISHER, G.W. (eds.). Structural geology of fold and thrust belts. Baltimore, ML, Johns Hopkins Press, 53–77. MÖBIUS, A.F. (1827). Der barycentrische Calcul ein neues Hulfsmittel€ zur analytischen Behandlung der Geometrie dargestellt [Barycentric calculus, a new aid for the analytical treatment of geometry]. Leipzig, J.A. Barth. MOELLER, J.R., MINSHALL, G.W., CUMMINS, K.W., PETERSEN, R.C., CUSHING, C.E., SEDELL, J.R., LARSON, R.A. and VANNOTE, R.L. (1979). Transport of dissolved organic carbon in streams of differing physiographic characteristics. Organic Geochemistry, 1, 139–150. MOHAGHEGH, S. (ed.) (2000). Applications of virtual intelligence to petroleum engineering. Computers & Geosciences, 26 (8), 867–987. MOHR, O. (1882). Über die Darstellung des Spannungszustandes und des Deformationszustandes eines Korperelementes und über die Anwendung derselben in der Festigkeitslehre [Representation of stress and deformation state of parts of a body; its use in strength of materials]. Der Civilingenieur, 28,113–156. MOLER, C.B. and HAIGH, T. (2004). Cleve Moler oral history interview by Thomas Haigh, 8 and 9 March, 2004, Santa Barbara, California. Society for Industrial and Applied Mathematics, Philadelphia, PA [online: http://history.siam.org/oralhistories/moler.htm]. MOLETI, G. (ed.) (1562). Geographia Cl. Ptolemaei Alexandrini [translated by W. PIRCKHEIMER]. Venice, Vincent Valgrisi. MOLNAR, P. (1979). Earthquake recurrence intervals and plate tectonics. Bulletin of the Seismologi- cal Society of America, 69,115–133. MONMONIER, M. (1982). Computer-Assisted Cartography: Principles and Prospects. New York, NY, Prentice-Hall. MONNET, C., BOUCHET, S. and THIRY-BASTIEN, P. (2003). ISOPAQ, a MATLAB program for stratigraphic and isopach mapping: example application to the French Bajocian (Jurassic) sediments. Computers & Geosciences, 29, 1101–1110. MONTA, P. (2015). Analysis of Briggs’ first logarithm table of 1617, Logarithmorum Chilias Prima [online: http://www.pmonta.com/tables/logarithmorum-chilias-prima/index.html]. MONTALBETTI, J.F. and KANASEWICH, E.R. (1970). Enhancement of teleseismic body phases with a polarization filter. Geophysical Journal of the Royal Astronomical Society, 21,119–129. MONTGOMERY, D.C. (1991a). Introduction to statistical quality control. 2nd edn., New York, NY, John Wiley & Sons. MONTGOMERY, D.C. (1991b). Design and analysis of experiments. New York, NY, John Wiley & Sons. MOOD, A.M. (1950). Introduction to the theory of statistics. New York, NY, McGraw-Hill. 815 Bibliography

MOOERS, C.N.K. (1973). A technique for the cross spectrum analysis of pairs of complex-valued time series, with emphasis on properties of polarized components and rotational invariants. Deep Sea Research and Oceanographic Abstracts, 12, 1129–1141. MOOKERJEE, M. and PEEK, S. (2014). Evaluating the effectiveness of Flinn’s k-value versus Lode’s ratio. Journal of Structural Geology, 68 (Part A), 33–43. MOOKHERJEE, A. and PANIGRAHI, M.K. (1994). Reserve base in relation to crustal abundance of metals: Another look. Journal of Geochemical Exploration, 51,1–9. MOON, C.J. (2010). Geochemical exploration in Cornwall and Devon: a review. Geochemistry: Exploration, Environment, Analysis, 10, 331–351. MOON, J.W. (1979). A note on disjoint channel networks. Journal of the International Association for Mathematical Geology, 11, 337–342. MOON, T.K. (2005). Error correction coding. New York, NY, John Wiley & Sons. MOON, W.M., USHAH, A., SINGH, V. and BRUCE, B. (1988). Application of 2-D Hilbert transform in geophysical imaging with potential field data. IEEE Transactions on Geoscience and Remote Sensing, 26, 502–510. MOONEY, H.M. (1968). Pole-and-zero design of digital filters. Geophysics, 33, 354–360. MOORE, D.P. (1960). FORTRAN Assembly Program (FAP) for the IBM 709/7090. 709/7090 Data processing System Bulletin J28-6098, New York, NY, Programming Systems Publications, IBM Corporation. MOORE, E.H. (1893). A doubly-infinite system of simple groups. Bulletin of the New York Mathe- matical Society, 3 (3), 73–78. MOORE, R.C. (1949). Meaning of facies. In: MOORE, R.C. (ed.). Sedimentary facies in geological history. Memoir 39. Washington, DC, Geological Society of America, 1–34. MOORE, E.H. (1935). Lectures on general analysis. Memoirs of the American Philosophical Society, 1, 197–209. MORAN, J.H., COUFLEAU, M.A., MILLER, G.K. and TIMMONS, J.P. (1962). Automatic computation of dipmeter logs digitally recorded on magnetic tape. Journal of Petroleum Technology, 14, 771–782. MORÉ, J.J., GARBOW, B.S. and HILLSTROM, K.E. (1981). Testing unconstrained optimization software. ACM Transactions on Mathematical Software, 7, 136–140. MORGAN, C.O., MCNELLIS, J.M. and LOWELL, B.H. (1969). Computer applications in hydrology in Kansas. In: ZELLER, E.D. (ed.). Short Papers on Research 1968. Kansas Geological Survey Bulletin 194, Part 1. Lawrence, KS, Kansas Geological Survey, 3–7. MORLET, J. (1983). Sampling theory and wave propagation. In: CHEN, C.H. (ed.). Issues in acoustic signal-image processing and recognition. NATO ASI Series. Series F: Computer and Systems Sciences 1. Berlin, Springer-Verlag, 233–262. MORLET, J., ARENS, G., FOURGEAU, E. and GLARD, D. (1982a). Wave propagation and sampling theory – Part I. Complex signal and scattering in multilayered media. Geophysics, 47, 203–221. MORLET, J., ARENS, G., FOURGEAU, E. and GLARD, D. (1982b). Wave propagation and sampling theory – Part II. Sampling theory and complex waves. Geophysics, 47, 222–236. MORRICAL, K.C. (1939). Sound insulation characteristics for ideal partitions (A). Journal of the Acoustical Society of America, 11, 164. MORRISON, L.S. and WATSON, R. (1961). The electronic computer and geophysics. Geophysics, 26,40–44. MORSE, P.M. and KIMBALL, G.E. (1958). Methods of operations research. Cambridge, MS, Technology Press, Massachusetts Institute of Technology. MORTON, K.W. and MAYERS, D.F. (2005). Numerical solution of partial differential equations. An introduction. Cambridge, Cambridge University Press. 816 Bibliography

MORTON, N.E. (1995). LODs [logarithms of odds] past and present. Genetics, 140 (May), 7–12. MOSER, T. J. (1991). Shortest path calculation of seismic rays. Geophysics, 56,59–67. MOSIMANN, J.E. (1965). Statistical methods for the pollen analyst: Multinomial and negative multinomial techniques. In: KUMMEL, B. and RAUP, D. (eds.). Handbook of palaeontological techniques. San Francisco, W.H. Freeman, 636–673. MOSTELLER, F. and TUKEY, J.W. (1977). Data analysis and regression: a second course in statistics Reading, MS, Addison-Wesley. MOTYKA, J., DOBRZAŇSKI, B. and ZAWADZKI, S. (1950). Wstępne badania nad łagami południowowschodniej Lubelszezyzny [Preliminary studies on meadows in the southeast of the province of Lublin]. Annales Universitatis Mariae Curie-Skłodowska Lublin-Polonia, Sectio E, 5, 367–447. MUERLE, J.L. and ALLEN, D.C. (1968). Experimental evaluation of techniques for automatic segmentation of objects in a complex scene. In: CHENG, G.C., LEDLEY, R.S., POLLOCK, D.K. and ROSENFELD, A. (eds.). Pictorial pattern recognition. New York, NY, Thompson Book Co., 3–13. MUIRHEAD, K.J. (1968). Eliminating false alarms when detecting seismic events automatically. Nature, 217, 533–534. MUKHOPADHYAY, A. (1985). Development of APL software for the generation of synthetic seismic sections. Computers & Geosciences, 11, 589–594. MUKHOPADHYAY, A., SAHA, D. and SAHA, A.K. (1994). Development of a groundwater- management model using the dBASE facility. Computers & Geosciences, 20, 1065–1102. MULARGIA, F., TINTI, S. and BOSCHI, E. (1985). A statistical analysis of flank eruptions on Etna Volcano. Journal of Volcanology and Geothermal Research, 23, 263–272. MULCHRONE, K.F., MCCARTHY, D.J. and MEERE, P.A. (2013b). Mathematica code for image analysis, semi-automatic parameter extraction and strain analysis. Computers & Geosciences, 61, 64–70. MULCHRONE, K.F., PASTOR-GALÁN, D. and GUTIÉRREZ-ALONSO, G. (2013a). Mathematica code for least-squares cone fitting and equal-area stereonet representation. Computers & Geosciences, 54, 203–210. MULERO, A., GALAN, C. and CUADROS, F. (2001). Equations of state for hard spheres. A review of accuracy and applications. Physical Chemistry Chemical Physics, 3, 4991–4999. MULLER, H.-G. (1987). Weighted local regression and kernel methods for nonparametric curve- fitting. Journal of the American Statistical Association, 82, 231–238. MUNRO, M.A. and BLENKINSOP, T.G. (2012). MARD – A moving average rose diagram application for the geosciences. Computers & Geosciences, 49,112–120. MURPHY, G. and ATANASOFF, J.V. (1949). A mechanical device for the solution of equations involving the Laplacian operator. Technical Report of the Iowa Engineering Experiment Station Bulletin 166; The Iowa State College Bulletin v 48 (no 25), Ames, IA, Iowa State College. MYERHOLTZ, K.A., PAVLIS, G.L. and SZPAKOWSKI, S.A. (1989). Convolutional quelling in seismic tomography. Geophysics, 54, 570–580. MYERS, D.E. (1982). Matrix formulation of co-kriging. Journal of the International Association for Mathematical Geology, 14, 249–257. MYERS, D.E. (1989). To be or not to be. ...stationary? That is the question. Mathematical Geology, 21, 347–362. NABIGHIAN, M.N. (1966). The application of finite forward differences in the resistivity computations over a layered earth. Geophysics, 31, 971–980. NÁDAI, A. (1927). Der bildsame Zustand der Werkstoffe [The plastic state of materials]. Berlin, Springer-Verlag. 817 Bibliography

NÁDAI, A. (1931). Plasticity. A mechanics of the plastic state of matter [translated by A.M. WAHL]. Engineering Societies Monograph. New York, NY, McGraw-Hill. NAGHIZADEH, M. and SACCHI, M.D. (2009). Multidimensional convolution via a 1 D convolution algorithm. The Leading Edge, 28, 1336–1337. NAGIHARA, S. and HALL, S.A. (2001). Three-dimensional gravity inversion using simulated annealing: Constraints on the diapiric roots of allochthonous salt structures. Geophysics, 66, 1438–1449. NAGY, G. (1968). State of the art in pattern recognition. Proceedings of the IEEE, 56, 836–857. NAIDU, P. (1966). Theoretical analysis of apparent resistivity over a dyke of arbitrary shape. Geophysical Prospecting, 14, 168–183. NAIDU, P.S. (1970a). A statistical study of the interpolation of randomly spaced geophysical data. Geoexploration, 8,61–70. NAIDU, P.S. (1970b). Statistical structure of aeromagnetic ﬁeld. Geophysics, 35, 279–292. NAIDU, P.S. (1995). Modern spectrum analysis of time series. Boca Raton, FL, CRC Press. NAIR, K.R. (1947). A note on the mean deviation from the mean. Biometrika, 34, 360–362. NANJO, K. and NAGAHAMA, H. (2002). Observed correlations between aftershock spatial distribution and earthquake fault lengths. Terra Nova, 12, 312–316. NAPIER, J. (1614). Miriﬁci logarithmorum canonis descriptio [A description of the wonderful canon of logarithms]. Edinburgh, Andrew Hart. NAPIER, J. and BRIGGS, H. (1618). A description of the admirable table of logarithmes: with a declaration of the most plentifull, easie, and speedy use thereof in both kinds of trigonometry, as also in all mathematicall calculations [translated from Latin by E. WRIGHT]. London,. Simon Waterson. NAPIER, J. and MACDONALD, W.R. (1889). The construction of the wonderful canon of logarithms by John Napier [translated from Latin into English with notes and a catalogue of the various editions of Napier’s works by W.R. MACDONALD]. Edinburgh, William Blackwood. NARENDRA, P.M. and FUKUNAGA, K. (1977). A branch and bound algorithm for feature subset selection. IEEE Transactions on Computers, C-26, 917–922. NAUR, P. (ed.) (1960). Revised report on the Algorithmic Language ALGOL 60. Communications of the ACM, 3, 299–314. NAVIDI, W. (1977). A graphical illustration of the EM [expectation-maximization] algorithm. American Statistician, 51,29–31. NEAL, S.L. and PAVLIS, G.L. (2001). Imaging P-to-S conversions with broad-band seismic arrays using multichannel time-domain deconvolution. Geophysical Journal International, 147,57–67. NEEDHAM, J. (1959). Science and Civilisation in China: Volume 3, Mathematics and the Sciences of the Heavens and the Earth. Cambridge, Cambridge University Press. NEGI, J.G. and TIWARI, R.K. (1984). Periodicities of palaeomagnetic intensity and palaeoclimatic variations: a Walsh spectral approach. Earth and Planetary Science Letters, 70, 139–147. NEGI, J.G., TIWARI, R.K. and RAO, K.N.N. (1990). ‘Clean’ spectral analysis of long-term sea-level changes. Terra Nova, 2, 138–141. NEGI, J.G., TIWARI, R.K. and RAO, K.N.N. (1996). Clean periodicity in secular variations of dolomite abundance in deep marine sediments. Marine Geology, 133,113–121. NEIDELL, N.S. (1969). Ambiguity functions and the concept of geological correlation. In: MERRIAM, D.F. (ed.). Symposium on computer applications in petroleum exploration. Kansas Geological Survey Computer Contribution 40. Lawrence, KS, Kansas Geological Survey, 19–33. NEIDELL, N.S. (1972). Deterministic deconvolution operators – 3 point or 4 point? Geophysics, 37, 1039–1042. NEIDELL, N.S. and TANER, M.T. (1971). Semblance and other coherency measures for multichannel data. Geophysics, 36, 482–497. 818 Bibliography

NELDER, J. and MEAD, R. (1965). A simplex method for function minimisation. Computer Journal, 7, 308–313. NETTLETON, L.L. (1940). Geophysical prospecting for oil. New York, McGraw-Hill Book Company. NETTLETON, L.L. (1954). Regional, residuals and structures. Geophysics, 19,1–22. NETTLETON, L.L. (1962). Gravity and magnetics for geologists and seismologists. AAPG Bulletin, 46, 1815–1838. NEUMANN, F. (1925). Some remarks on certain earthquakes of 1925. The problem of determining epicentres. Bulletin of the Seismological Society of America, 15,114–121. NEUMANN, F.E. (1823). Beitrage€ zur Krystallonomie [Contributions to the science which explains the laws which govern the physical forms of crystals]. Berlin, Mittler. NEUMANN, G.A., ZUBER, M.T., WIECZOREK, M.A., HEAD, J.W., BAKER, D.M.H., SOLO- MON, S.C., SMITH, D.E., LEMOINE, F.G., MAZARICO, E., SABAKA, T.J., GOOSSENS, S. J., MELOSH, H.J., PHILLIPS, R.J., ASMAR, S.W., KONOPLIV, A.S., WILLIAMS, J.G., SORI, M.M., SODERBLOM, J.M., MILJKOVIĆ, K., ANDREWS-HANNA, J.C., NIMMO, F. AND KIEFER, W.S. (2015). Lunar impact basins revealed by gravity recovery and interior laboratory measurements. Science Advances, 1 (9), e1500852 [online: http://dx.doi.org/10.1126/sciadv. 1500852]. NEUMANN-DENZAU, G. and BEHRENS, J. (1984). Inversion of seismic data using tomographical reconstruction techniques for investigations of laterally inhomogeneous media. Geophysical Journal of the Royal Astronomical Society, 79, 305–315. NEVIN, C.M. (1949). Principles of structural geology. New York, John Wiley & Sons. NEWBURGH, R., PEIDLE, J. and RUECKNER, W. (2006). Einstein, Perrin, and the reality of atoms: 1905 revisited. American Journal of Physics, 74, 478–481. NEWCOMB, S. (1895). On the principal fundamental constants of astronomy. The Astronomical Journal, 14, 185–189. NEWELL, F.H. (1885). Geology of the Bradford oil rocks – Some experiments pertaining to their structure and capacity to furnish petroleum. Doctoral dissertation, Cambridge, MS, Department of Practical Geology, Mining and Metallurgy, Massachusetts Institute of Technology. NEWENDORP, P.D. (1975). Decision analysis for petroleum exploration. Tulsa, OK, PennWell. NEWTON, G.D. (1985). Computer programs for common map projections. United States Geological Survey Bulletin 1532. Washington, DC, United States Government Printing Office. NEWTON, I. (1687). Philosophiae naturalis principia mathematica [Mathematical principles of natural philosophy]. London, The Royal Society. NEWTON, I. (1704). Optiks: or, A treatise of the reflexions, refractions, inflexions and colours of light. Also two treatises of the species and magnitude of curvilinear figures. London, Smith and Walford for The Royal Society. NEWTON, I. (1707). Arithmetica Universalis [Universal arithmetic]. Cambridge, University printer. NEWTON, I. (1711). Analysis per quantitatum series, fluxiones, ac differentias: cum enumeratione linearum tertii ordinis [Analysis by means of a series of quantities, the fluxions, and the differences: with the enumeration of lines of the third order]. London, Pearson. NEWTON, I. (1736). The method of fluxions and infinite series; with its application to the geometry of curve-lines. London, Henry Woodfall. NEWTON, I. (1967). Unpublished mss. known as ‘The October 1666 tract on fluxions’. In: WHITESIDE, D.T. (ed.). The Mathematical Papers of Isaac Newton. Vol 1. Cambridge, Cambridge University Press, 400–448. NEWTON, I., MOTTE, A., CAJORI, F. and CRAWFORD, R.T. (1934). Sir Isaac Newton’s Mathe- matical principles of natural philosophy and his System of the world [translated into English by A. MOTTE in 1729]. Berkley, CA, University of California Press. 819 Bibliography

NEYMAN, J. (1934). On the two different aspects of the representative method: the method of stratified sampling and the method of purposive selection. Journal of the Royal Statistical Society, 109, 558–606. NEYMAN, J. (1935). On the problem of confidence intervals. The Annals of Mathematical Statistics, 6, 111–116. NEYMAN, J. and PEARSON, E.S. (1928). On the use and Interpretation of certain test criteria for purposes of statistical inference [Parts I and II]. Biometrika, 20A, 175–240, 263–294. NEYMAN, J. and PEARSON, E.S. (1933a). On the problem of the most efficient tests of statistical hypotheses. Philosophical Transactions of the Royal Society, London, ser. A, 231, 289–337. NEYMAN, J. and PEARSON, E.S. (1933b). The testing of statistical hypotheses in relation to probabilities a priori. Proceedings of the Cambridge Philosophical Society, 24, 492–510. NEYMAN, J. and PEARSON, E.S. (1936). Contributions to the theory of testing statistical hypotheses. Statistical Research Memoirs 1, London, Department of Applied Statistics, University College, University of London [reprinted in Neyman and Pearson (1967), 203–239]. NEYMAN, J. and PEARSON, E.S. (1938). Contributions to the theory of testing statistical hypotheses. Statistical Research Memoirs 2, London, Department of Applied Statistics, University College, University of London [reprinted in Neyman and Pearson (1967), 265–297]. NEYMAN, J. and PEARSON, E.S. (1967). Joint statistical papers. Berkeley, CA, University of California Press. NEYMAN, J. and SCOTT, E.L. (1958). A statistical approach to problems of cosmology. Journal of the Royal Statistical Society, ser. B, 20,l–43. NEYMAN, J. and SCOTT, E.L. (1972). Processes of clustering and applications. In: LEWIS, P.A.W. (ed.). Stochastic point processes: Statistical analysis, theory and applications. New York, Wiley-Interscience, 646–681. NG, M.K. (2004). Iterative methods for Toeplitz systems. Oxford, Oxford University Press. NICHOL, I., GARRETT, R.G. and WEBB, J.S. (1966). Studies in regional geochemistry. Transactions of the Institution of Mining and Metallurgy, London, Section B, 75, B106–B107. NICHOLS, D.R. and BUCHANAN-BANKS, J.M. (1974). Seismic hazards and land-use planning. United States Geological Survey Circular 690, Washington, DC, United States Government Printing Office. NICHOLS, E.W. (1900). Differential and integral calculus. Boston, MS, D.C. Heath. NICKERSON, B.G., JUDD, P.A. and MAYER, L.A. (1999). Data structures for fast searching of SEG-Y seismic data. Computers & Geosciences, 25, 179–190. NIEDERKORN, R. and BLUMENFELD, P. (1989). FUSION: A computer simulation of melting in the quartz-albite-anorthite-orthoclase system. Computers & Geosciences, 15, 347–369. NIELSEN, R.L. (1985). EQUIL: a program for the modeling of low-pressure differentiation processes in natural mafic magma bodies. Computers & Geosciences, 11, 531–546. NIELSEN, R.L. (1988). TRACE FOR: A program for the calculation of combined major and trace- element liquid lines of descent for natural magmatic systems. Computers & Geosciences, 14, 15–35. NIGGLI, P. (1935). Die Charakterisierung der klastischen Sedimente nach der Kornzusammensetzung [The characterization of clastic sediments on grain composition]. Schweizerische Mineralogische und Petrographische Mittheilungen, 15,31–38. NIGGLI, P. (1948). Gesteine und Minerallagerstatten€ [Rocks and mineral deposits]. Basel, Birkhäuser. NIGGLI, P. (1954). Rocks and mineral deposits. San Francisco, CA [English translation by R.L. PARKER], Freeman. NIGGLI, P. and BEGER, P.J. (1923). Gesteins und Mineralprovinzen [Rocks and mineral provinces]. Berlin, Gebrueder Borntraeger. 820 Bibliography

NIKIAS, C.L. and PETROPULU, A.P. (1993). Higher-order spectra analysis: A nonlinear signal processing framework. Englewood Cliffs, NJ, Prentice-Hall. NÖBELING, G. (1935). Zur Topologie der Mannigfaltigkeiten [On topology of manifolds]. Monatshefte fur€ Mathematik und Physik, 42,117–152. NÖGGERATH, J.J. (1847). Das Erdbeben vom 29 Juli 1846 im Rheingebiet und den benachbarten Landeren,€ beschrieben und in seinen physikalischen Verhaltnissen€ untersucht [The earthquake on July 29, 1846 in the Rhine area and the adjacent Länderen described and analyzed]. Bonn, Henry & Cohen. NÖLL, A. M. (1964). Stereographic projections by digital computer. Technical Memorandum MM-64-1234-2, Murray Hill, NJ, Bell Telephone Laboratories. NÖLL, A. M. (1965a). Stereographic Projections by Digital Computer. Computers and Automation, 14 (5), 32–34. NÖLL, A. M. (1965b). Rotating four-dimensional hyperobject [computer-generated film; online: http://www.youtube.com/watch?v¼iXYXuHVTS_k]. NORBERG, T., ROSEN, L., BARAN, A. and BARAN, S. (2002). On modelling discrete geological structures as Markov random fields. Mathematical Geology, 34,63–77. NORDQUIST, J.M. (1945). Theory of largest values applied to earthquake magnitudes. EOS, 26, 29–31. NORDQUIST, J.M. (1964). A catalog of Southern Californian earthquakes, and associated electronic data processing programs. Bulletin of the Seismological Society of America, 54, 1003–1011. NORTH, C.P. and HALLIWELL, D.I. (1994). Bias in estimating fractal dimension with the Rescaled- Range (R/S) technique. Mathematical Geology, 26, 531–555. NORTH, D.O. (1943). An analysis of the factors which determine the signal/noise discrimination in pulsed-carrier systems. Technical Report PTR-6-C. Princeton, NJ, RCA Laboratories Division [this originally classified report was reprinted in 1963: Proceedings of the IRE, 51 (7), 1016–1027]. NOWACK, R.L. (1997). Applications of inverse methods to the analysis of refraction and wide-angle seismic data. In: CHAVENT, G., PAPANICOLAOU, G, , SACKS, P. and SYMES, W.W. (eds.). Inverse problems in wave propagation. IMA volumes in mathematics and its applications v. 90. New York, NY, Springer, 395–417. NOWAK, R.L. (1990). Tomography and the Herglotz-Wiechert inverse formulation. Pure and Applied Geophysics, 133, 305–315. NOWELL, D.A.G., JONES, C.M. and PYLE, D.M. (2006). Episodic Quaternary volcanism in France and Germany. Journal of Quaternary Science, 21, 645–675. NUTTLI, O. (1964). Some observations relating to the effect of the crust on long-period P-wave motion. Bulletin of the Seismological Society of America, 54, 141–149. NYQUIST, H. (1928a). Certain topics in telegraph transmission theory. Transactions of the American Institute of Electrical Engineers, 47, 617–644. NYQUIST, H. (1928b). Thermal agitation of electric charge in conductors. Physical Review, 32, 110–113. NYQUIST, H. (1932). Regeneration theory. The Bell System Technical Journal, 11, 126–147. O’BRIEN, J.T., KAMP, W.P. and HOOVER, G.M. (1982). Sign-bit amplitude recovery with applications to seismic data. Geophysics, 47, 1527–1539. O’BRIEN, M. (1842). An elementary treatise on the differential calculus, in which the method of limits is exclusively made use of. Cambridge, J. & J.J. Deighton. OCHIAI, A. (1957). Zoogeographical studies on the Soleoid fishes found in Japan and its neighbouring regions. II. Bulletin of the Japanese Society of Scientific Fisheries, 22, 526–530. ODÉ, H. (1957). Mechanical analysis of the dike pattern of the Spanish Peaks area, Colorado. Geological Society of America Bulletin, 68, 567–578. 821 Bibliography

ODELL, J. (1977). Logger, a package which assists in the construction and rapid display of stratigraphic columns from field data. Computers & Geosciences, 3, 347–379. OGATA, Y. (1988). Statistical models for earthquake occurrences and residual analysis for point processes. Journal of the American Statistical Association, 83,9–27. OGATA, Y. (1998). Space-time point-process models for earthquake occurrences. Annals of the Institute of Statistical Mathematics, 50, 379–402. OGATA, Y. (2006). Time series and control program package, SASeis2006. Computer Science Monograph no. 33, Tokyo, The Institute of Statistical Mathematics. OH, S.-H. and KWON, B.-D. (2001). Geostatistical approach to Bayesian inversion of geophysical data: Markov chain Monte Carlo method. Earth Planets Space, 53, 777–791. OHM, G.S. (1839). Bemerkungen über Combinationstone€ und Stosse [Remarks on combination tones and pulses]. Poggendorff’s Annalen der Physik und Chemie, 47, 463–466. OHMORI, H. (1993). Changes in the hypsometric curve through mountain building resulting from concurrent tectonics and denudation. Geomorphology, 8, 263–277. OKABE, A., BOOTS, B., SUGIHARA, K. and CHIU, S.N. (2000). Spatial tessellations: Concepts and applications of Vorono¨ı diagrams. 2nd edn., Chichester, John Wiley & Sons. OLDHAM, C.H.G. and SUTHERLAND, D.B. (1955). Orthogonal polynomials: Their use in estimating the regional effect. Geophysics, 20, 295–306. OLDHAM, R.D. (1888). On the law that governs the action of flowing streams. Quarterly Journal of the Geological Society, London, 44, 733–739. OLDHAM, R.D. (1901). The periodicity of earthquakes. Geological Magazine, new ser., dec. IV, 8, 449–452. OLEA, R. (1999). Geostatistics for engineers and earth scientists. Boston. OLEA, R.A., CHRISTAKOS, G., CLARK, I., DAVID, M., JOURNEL, A.G. and KRIGE, D.G. (1991). Geostatistical glossary and multilingual dictionary. International Association for Mathe- matical Geology Studies in Mathematical Geology no. 3. Oxford, Oxford University Press. O’LEARY, M., LIPPERT, R.H. and SPITZ, O.T. (1966). FORTRAN IV and MAP program for computation and plotting of trend surfaces for degrees 1 through 6. Kansas Geological Survey Computer Contribution 3, Lawrence, KS, Kansas Geological Survey. OLIVER, D.S. (2003). Gaussian cosimulation: Modelling of the cross-covariance. Mathematical Geology, 35, 681–698. OLIVER, D.S. and CHEN, Y. (2011). Recent progress on reservoir history matching: a review. Computational Geosciences, 15, 185–221. OLIVER, D.S., CUNHA, L.B. and REYNOLDS, A.C. (1997). Markov chain Monte Carlo methods for conditioning a permeability field to pressure data. Mathematical Geology, 29,61–91. OLIVER, M.A. (ed.) (2009). Application of wavelets in the geosciences. Mathematical Geosciences, 41 (6), 609–716. OLSEN, E.C. and MILLER, R.L. (1951). Relative growth in palaeontological studies. Journal of Palaeontology, 25, 212–223. OLSEN, E.C. and MILLER, R.L. (1958). Morphological integration. Chicago, IL, University of Chicago Press. OLSEN, P.E. (1986). A 40 million year lake record of early Mesozoic orbital climatic forcing. Science, 234, 842–848. OLSSON, O. (1980). VLF [very low frequency] anomalies from a perfectly conducting half-plane below an overburden. Geophysical Prospecting, 28, 415–434. OLSSON, O. (1983). Computation of VLF [very low frequency] response over half-plane and wedge models. Geophysical Prospecting, 31, 171–191. OMER, G.C.O. (1947). Differential-motion seismographs. Bulletin of the Seismological Society of America, 37, 197–215. 822 Bibliography

ONCESCU, M.C., RIZESCU, M. and BONJER, K.-P. (1996). SAPS – An automated and networked seismological acquisition and processing system. Computers & Geosciences, 22,89–97. ONG, C.G., DAHLGREN, R.A. and TANJI, K.K. (1992). X-ray diffraction pattern reduction and computer-rendered line peak spectra for mineral analysis. Computers & Geosciences, 18, 517–529. ONODERA, S. (1960). The kernel function in a multiple-layer resistivity problem. Journal of Geophysical Research, 65, 3787–3794. ONSTOTT, T.C. (1980). Application of the Bingham distribution function in paleomagnetic studies. Journal of Geophysical Research, 85, 1500–1510. OOMMEN, T., MISRA, D., TWARAKAVI, N.K.C., PRAKASH, B. and BANDOPADHYAY, S. (2008). An objective analysis of support vector machine based classification for remote sensing. Mathematical Geosciences, 40, 409–424. OPLER, A. (1967). Fourth-generation software. Datamation, 13,22–24. OPPENHEIM, A.V. (1965a). Optimum homomorphic filter analysis based on cascade representation. In: Proceedings of the 1st Institute of Electrical and Electronics Engineers Annual Communications Convention, Boulder, Colorado, June 7–9, 1965, Institute of Electrical and Electronics Engineers, New York, NY, 565–568. OPPENHEIM, A.V. (1965b). Superposition in a class of nonlinear systems. Technical Report 432, Cambridge, MS, Massachusetts Institute of Technology Research Laboratory of Electronics [online: http://hdl.handle.net/1721.1/4393]. OPPENHEIM, A.V. and SCHAFER, R.W. (2004). From frequency to quefrency: a history of the cepstrum. IEEE Signal Processing Magazine, 21 (5), 95–106. OPPENHEIM, A.V., SCHAFER, R.W. and STOCKHAM, T.G. (1968). Nonlinear filtering of multiple and convolved signals. Proceedings of the IEEE, 56, 1264–1291. OPTNER, S.L. (1965). Systems analysis for business and industrial problem solving. Englewood Cliffs, NJ, Prentice-Hall. ORD, J.K. (1972). Families of frequency distributions. London, Griffin. ORDEN, A. (1952). Solution of systems of linear inequalities on a digital computer. In: Proceedings of the 1952 ACM National Meeting, Pittsburgh, New York, Association for Computing Machin- ery, 91–95. ORE, Ø (1953). Cardano: The gambling scholar. Princeton, NJ, Princeton University Press. ORFORD, J.D. (1978). A comment on the derivation of conditional vector entropy from lithologic transition tally matrices. Journal of the International Association for Mathematical Geology, 10, 97–102. ORSZAG, S.A. (1972). Comparison of pseudospectral and spectral approximation. Studies in Applied Mathematics, 51, 253–259. ORTIZ, E.L. (1969). The tau method. SIAM Journal on Numerical Analysis, 6, 480–492. ORTIZ, E.L. (1994). The tau method and the numerical solution of differential equations: Past and present research. In: BROWN, J.D., CHU, M.T., ELLISON, D.C. and PLEMMONS, R.J. (eds.). Proceedings of the Cornelius Lanczos International Centenary Conference. SIAM Proceedings Series. Philadelphia, PA, Society for Industrial and Applied Mathematics, 77–82. ORTON, E. (1889). The Trenton Limestone as a source of petroleum and inflammable gas in Ohio and Indiana. In: 8th Annual Report of the United States Geological Survey. Part 2. Washington, DC, United States Government Printing Office, 477–662. OSANN, A (1900). Versuch einer chemischen Classification der Eruptivgesteine. II. Ergussgesteine [Attempt at a chemical classification of igneous rocks. II. Igneous rocks.]. Mineralogische und petrographische Mittheilungen (Tschermak), 19, 351–469. OSBORNE, D. (1992). Neural networks provide more accurate reservoir permeability. Oil and Gas Journal, 90,80–83. 823 Bibliography

OSGOOD, W.F. (1901). Note on the functions defined by infinite series whose terms are analytic functions of a complex variable; with corresponding theorems for definite integrals. The Annals of Mathematics, 31,25–34. OSTER, G. (1976). Internal variables in population dynamics. In: LEVIN, S.A. (ed.). Some mathematical questions in biology. VII. Proceedings of the Ninth Symposium on Mathematical Biology, New York, January 1975. Lectures on mathematics in the life sciences, v. 8. Providence, RI, The American Mathematical Society, 37–68. OSTING, H.J. (1956). The study of plant communities. San Francisco, CA, Freeman. OTSUBO, M. and YAMAJI, A. (2006). Improved resolution of the multiple inverse method by eliminating erroneous solutions. Computers & Geosciences, 32, 1221–1227. OTT, N. and MEDER, H.G. (1972). The Kalman filter as a prediction error filter. Geophysical Prospecting, 20, 549–560. OTTO, G.H. (1937). The use of statistical methods in effecting improvements on a Jones sample splitter. Journal of Sedimentary Petrology, 7,110–132. OTTO, G.H. (1938). The sedimentation unit and its use in field sampling. Journal of Geology, 41, 569–582. OTTONELLO, G., ATTENE, M., AMEGLIO, D., BELMONTE, D., VETUSCHI ZUCCOLINI, M. and NATALI, M. (2013). Thermodynamic investigation of the CaO-Al2O3-SiO2 system at high P and T through polymer chemistry and convex-hull techniques. Chemical Geology, 326, 81–92. OUADFEUL, S.-A. and ALIOUANE, L. (2011). Multifractal analysis revisited by the continuous wavelet transform applied in lithofacies segmentation from well-logs data. International Journal of Applied Physics and Mathematics, 1,10–18. OWEN, L. (1923). Notes on the phosphate-deposit of Ocean Island; with remarks on the phosphates of the equatorial belt of the Pacific Ocean. Quarterly Journal of the Geological Society, London, 79,1–15. OZ, B. and DEUTSCH, C.V. 2002. Size scaling of cross correlation between multiple variables. Natural Resources Research, 11, 1–18. PAGE, D. (1859). Handbook of geological terms and geology. Edinburgh, W. Blackwood & Sons. PAI, D.M. (1990). Crosshole seismics using vertical eigenstates. Geophysics, 55, 815–820. PAK, D.N. (1984). Mathematical model for the construction of composite standards from occurrences of fossil taxa. Computers & Geosciences, 10, 107–110. PALAEONTOLOGICAL ASSOCIATION (ongoing). PalAss Newsletter [online: http://www.palass. org/modules.php?name¼palaeo&sec¼newsletter]. PALAREA-ALBALADEJO, J. and MARTÍN-FERNÁNDEZ, J. A. (2008). A modified EM [expectation-maximization] alr-algorithm for replacing rounded zeros in compositional data sets. Computers & Geosciences, 34, 902–917. PALEY, R.E.A.C. and WIENER, N. (1934). Fourier transforms in the complex domain. American Mathematical Society Colloquium Publications 19. Providence, RI, American Mathematical Society. PÄLIKE, H., SHACKLETON, N.J. and RÖHL, U. (2001). Astronomical forcing in Late Eocene sediments. Earth and Planetary Science Letters, 193, 589–602. PAN, G. (1996). Extended weights of evidence modelling for the pseudo-estimation of metal grades. Nonrenewable Resources, 5,53–76. PAN, G. and HARRIS, D.P. (1991). A new multidimensional scaling technique based upon associations of triple objects: Pijk and its application to the analysis of geochemical data. Mathematical Geology, 23, 861–888. PAN, G. and XIA, L. (1993). Optimal reduction of multiple data structures by the Pijk-type model. Computers & Geosciences, 19, 355–389. 824 Bibliography

PAN, G.C. and HARRIS, D.P. (1992). Estimating a favorability function for the integration of geodata and selection of mineral exploration targets. Mathematical Geology, 24, 177–202. PAN, X., DAY, H.W., WANG, W., BECKETT, L.A. and SCHENKER, M.B. (2005). Residential proximity to naturally occurring asbestos and mesothelioma risk in California. American Journal of Respiratory and Critical Care Medicine, 172, 1019–1025. PANCHANATHAN, P.V. (1987). A FORTRAN 77 scheme for dot-density plots. Computers & Geosciences, 13, 417–419. PANOZZO, R. (1983). Two-dimensional analysis of shape fabric using projections of digitised lines in a plane. Tectonophysics, 95, 279–294. PANOZZO, R. (1984). Two-dimensional strain from the orientation of lines on a plane. Journal of Structural Geology, 6, 215–221. PANZA, G.F. (1976). Phase velocity determination of fundamental Love and Rayleigh waves. Pure and Applied Geophysics, 114, 753–763. PAPOULIS, A. (1962). The Fourier integral and its applications. New York, NY, Mc-Graw Hill. PARDO-IGÚZQUIZA, E. and RODŔIGUEZ-TOVAR, F.J. (2004). POWGRAF2: a program for graphical spectral analysis in cyclostratigraphy. Computers & Geosciences 30, 533–542 PARDO-IGÚZQUIZA, E., RODŔIGUEZ-TOVAR, F.J. and DORADOR, J. (2016). Spectral analysis of time series of categorical variables in earth sciences. Computers & Geosciences, 95,99–104. PARDO-IGÚZQUIZA, E., CHICA-OLMO, M. and DELGARDO-GARCÍA, J. (1992). SICON1D: A FORTRAN-77 program for conditional simulation in one dimension. Computers & Geosciences, 18, 665–688. PARETO, V. (1896–7). Cours d’e´conomie politique professe´àl’universite´ de Lausanne [Course on political economy given at the University of Lausanne]. 3 vols. Lausanne, François Rouge. PARK, J. and HERBERT, T.D. (1987). Hunting for periodicities in a geologic time series with an uncertain time scale. Journal of Geophysical Research, 92, 14027–14040. PARK, J., LINDBERG, C.R. and VERNON, R.L. (1987). Multitaper spectral analysis of high- frequency seismograms. Journal of Geophysical Research, 92, 12675–12684. PARK, J., VERNON, F.L., CRAIG, R. and LINDBERG, C.R. (1987). Frequency dependent polarization analysis of high-frequency seismograms. Journal of Geophysical Research: ser. B Solid Earth, 92, 12664–12674. PARKER, F.L., PHLEGER, F.B. and PEIRSON, J.F. (1953). Ecology of foraminifera from San Antonio Bay and environs, southwest Texas. Special Publication 2, Sharon, MS, Cushman Foundation for Foraminiferal Research. PARKER, M.A. (1952). Punched-card techniques speed map-making [abstract]. Bulletin of the Geological Society of America, 63, 1288. PARKER, M.A. (1957). Application of punched-card analysis to limestone exploration [abstract]. Bulletin of the Geological Society of America, 68, 1777. PARKER, R.L. (1970). The inverse problem of electrical conductivity in the mantle. Geophysical Journal of the Royal Astronomical Society, 22, 121–138. PARKER, R.L. (1972). Inverse theory with grossly inadequate data. Geophysical Journal of the Royal Astronomical Society, 29, 123–138. PARKER, R.L. (1977). Understanding inverse theory. Annual Review of Earth and Planetary Sciences, 5,35–64. PARKER, R.L. (1994). Geophysical inverse theory. Princeton, NJ, Princeton University Press. PARKS, J.M. (1966). Cluster analysis applied to multivariate geological problems. The Journal of Geology, 74, 703–715. PARMENTIER, M. (1995). G.W. Leibniz. La naissance du calcul diffe´rentiel. Introduction, traduction et notes par M. PARMENTIER. Preface de M. SERRES. Paris, Librairie Philosophique J. Vrin. 825 Bibliography

PARRATT, L.G. (1932). X-ray diffraction from calcite for wavelengths 1.5 to 5 Angstroms. Physical Review, 41, 561–576. PARSEVAL, M.-A. (1806a). Intégration générale et complète des équations de la propagation du son, l’air étant considéré avec les trois dimensions [General integration and complete equations of the propagation of sound, air being considered with three dimensions]. Me´moires pre´sente´s par divers savants à l’Acade´mie royale des sciences de l’Institut national de Frances: sciences, mathe´ matiques et physiques. Paris. ser. I, 1, 379–398. PARSEVAL, M.-A. (1806b). Mémoire sur les séries et sur l'intégration complète d'une équation aux differences partielle linéaires du second ordre, à coefficiens constans [On the series and integration of a second order linear partial differential equation with constant coefficients]. Me´moires pre´sente´ s par divers savants à l’Acade´mie royale des sciences de l’Institut national de Frances: sciences, mathe´matiques et physiques. Paris. ser. I, 1, 638–648. PARSONS, T., TODA, S., STEIN, R.S., BARKA, A. and DIETERICH, J.H. (2000). Heightened odds of large earthquakes near Istanbul: an interaction-based probability calculation. Science, 288, 661–665. PARZEN, E. (1957). On consistent estimates of the spectrum of a stationary time series. The Annals of Mathematical Statistics, 28, 329–348. PARZEN, E. (1961). Mathematical considerations in the estimation of spectra. Technometrics, 3, 167–190. PARZEN, E. (1962). On the estimation of a probability density function and the mode. The Annals of Mathematical Statistics, 33, 1065–1076. PARZEN, E. (1968). Multiple time series modeling. In: KRISHNAIAH, P.R. (ed.). Multivariate Analysis II. New York, NY, Academic Press, 289–409. PATIL, S.B. and CHORE, H.S. (2014). Contaminant transport through porous media: An overview of experimental and numerical studies. Advances in Environmental Research, 3,45–69. PATTERSON, C. (1956). Age of meteorites and the Earth. Geochimica et Cosmochimica Acta, 10, 230–237. PAUL, M.K. (1961). On computation of second derivatives from gravity data. Pure and Applied Geophysics, 48,7–15. PAULSON, E. and WALLIS, W.A. (1947). Selected techniques of statistical analysis. New York, NY, McGraw-Hill. PAVLIS, G.L. (2011). Three-dimensional, wavefield imaging of broadband seismic array data. Computers & Geosciences, 37, 1054–1066. PAWLOWSKY-GLAHN, V. (2003). Statistical modelling on coordinates. In: THIÓ-HENESTROSA, S. and MARTIN-FERNÁNDEZ, J.A. (eds.). Proceedings of CoDaWork’03. The 1st Composi- tional Data Analysis Workshop. Girona, University of Girona [online: http://ima.udg.es/ Activitats/CoDaWork03/paper_VeraPG.pdf]. PAWLOWSKY-GLAHN, V. (ed.) (2005). Advances in compositional data. Mathematical Geology, 37 (7), 671–850. PAWLOWSKY-GLAHN, V. and BUCCIANTI, A. (eds.) (2011). Compositional data analysis: Theory and applications. Chichester, Wiley-Blackwell. PAWLOWSKY-GLAHN, V. and EGOZCUE, J.J. (2001). Geometric approach to statistical analysis on the simplex. Stochastic Environmental Research and Risk Assessment, 15, 384–398. PAWLOWSKY-GLAHN, V. and EGOZCUE, J.J. (2002). BLU [best linear unbiased] estimators and compositional data. Mathematical Geology, 34, 259–274. PAWLOWSKY-GLAHN, V. and OLEA, R.A. (2004). Geostatistical analysis of compositional data. Oxford, Oxford University Press. 826 Bibliography

PAYO, G., CORCHETE, V., BADAL, J., SERON, F., CANAS, J.A. and PUJADES, L. (1992). First two-station Rayleigh-wave velocity measurements for the northern Iberian region. Bulletin of the Seismological Society of America, 82, 1434–1452. PEACOCK, H.B. (1924). Predicted transmission curves of acoustic wave ﬁlters. Physical Review, 23, 525–527. PEACOCK, K.L. and TREITEL, S. (1969). Predictive deconvolution: Theory and practice. Geo- physics, 34, 155–169. PEACOCK, M.A. (1936). Cyclic permutation of crystallographic axes. The American Mineralogist, 21, 136–137. PEANO, G. (1889). Arithmetices prinicipia: Nova methodo exposita [Arithmetic principles: the new method explained]. Turin, Fratres Bocca. PEARCE, J.A. (1983). Role of the sub-continental lithosphere in magma genesis at active continental margins. In: HAWKESWORTH, C.J. and NORRY, M.J. (eds.). Continental basalts and mantle xenoliths. Nantwich, Shiva, 230–249. PEARCE, T.H. (1968). A contribution to the theory of variation diagrams. Contributions to Mineral- ogy and Petrology, 19, 142–157. PEARCE, T.H. (1970). Chemical variation in the Palisades Sill. Journal of Petrology, 11,15–32. PEARCE, T.J. and JARVIS, I. (1995). High-resolution chemostratigraphy of Quaternary distal turbidites: a case study of new methods for the analysis and correlation of barren sequences. In: DUNAY, R.E. and HAILWOOD, E.A (eds.). Non-biostratigraphical methods of dating and correlation. Geological Society Special Publication 89. London, The Geological Society, 107–143. PEARSON, E.S. (1926). A further note on the distribution of range in samples taken from a normal distribution. Biometrika, 18, 173–194. PEARSON, E.S. and CHANDRA SEKAR, C. (1936). The efﬁciency of statistical tools and a criterion for the rejection of outlying observations. Biometrika, 28, 308–320. PEARSON, K. (1893). Asymmetrical frequency curves. Nature, 48, 615–616 [corrigendum, ibid., 49, 6]. PEARSON, K. (1894). Contributions to the mathematical theory of evolution. I. On the dissection of asymmetrical frequency curves. Philosophical Transactions of the Royal Society, London, ser. A, 185,71–110. PEARSON, K. (1895). Contributions to the mathematical theory of evolution. II. Skew variation in homogeneous material. Philosophical Transactions of the Royal Society, London, ser. A, 186, 343–414. PEARSON, K. (1896a). Mathematical contributions to the theory of evolution. III. Regression, heredity and panmixia. Philosophical Transactions of the Royal Society, London, ser. A, 187, 253–318. PEARSON, K. (1896b). Mathematical contributions to the theory of evolution – On a form of spurious correlation which may arise when indices are used in the measurement of organs. Proceedings of the Royal Society, London, 60, 489–498. PEARSON, K. (1897). Chances of death and other studies in evolution. London, Edward Arnold. PEARSON, K. (1898). Mathematical contributions to the theory of evolution. V. On the reconstruction of the stature of prehistoric races. Philosophical Transactions of the Royal Society, London, Series A, 192, 169–244. PEARSON, K. (1900). On the criterion that a given system of deviations from the probable in the case of a correlated system of variables is such that it can be reasonably supposed to have arisen from random sampling. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5, 50, 157–175. 827 Bibliography

PEARSON, K. (1901). On lines and planes of closest fit to systems of points in space. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 2, 559–572. PEARSON, K. (1902a). On the systematic fitting of curves to observations and measurements. I. Biometrika, 1, 265–303. PEARSON, K. (1902b). On the systematic fitting of curves to observations and measurements. II. Biometrika, 2,1–23. PEARSON, K. (1902c). On the mathematical theory of errors of judgement, with special reference to the personal equation. Philosophical Transactions of the Royal Society, London, ser. A, 198, 235–299. PEARSON, K. (1903a). On the probable errors of frequency constants. Biometrika, 2, 273–281. PEARSON, K. (1903b). The law of ancestral heredity. Biometrika, 2,211–228. PEARSON, K. (1904). Mathematical contributions to the theory of evolution. XIII. On the theory of contingency and its relation to association and normal correlation. Drapers Company Research Memoirs, Biometric Series, 1. London, Dulau. PEARSON, K. (1905a). ‘Das Fehlergesetz und seine Verallgemeinerungen durch Fechner und Pearson.’ [The law of error and its generalizations by Fechner and Pearson]. A rejoinder. Biometrika, 4, 169–212. PEARSON, K. (1905b). On the general theory of the skew correlation and non-linear regression. Drapers’ Company Research Memoir, Biometric Series v. II. London, Dulau. PEARSON, K. (1905c). The problem of the random walk. Nature, 72, 294. PEARSON, K. (1906). Note on the significant or non-significant character of a sub-sample drawn from a sample. Biometrika, 5, 181–183. PEARSON, K. (1909). On a new method of determining correlation. Biometrika, 7,96–105. PEARSON, K. (1914). On certain errors with regard to multiple correlation occasionally made by those who have not adequately studied the subject. Biometrika, 10, 181–187. PEARSON, K. (1920). Notes on the history of correlation. Biometrika, 13,25–45. PEARSON, K. (ed.) (1922). Tables of the incomplete Γ [Gamma] function computed by the staff of the Department of Applied Statistics, University of London, University College. London, His Majesty’s Stationary Office. PEARSON, K. (1925). The fifteen constant bivariate frequency surface. Biometrika, 17, 268–313. PEARSON, K. (ed.) (1934). Tables of the incomplete Beta-function. Cambridge, The Trustees of Biometrika. PEARSON, K. and LEE, A. (1903). On the laws of inheritance in man. I. Inheritance of physical characteristics. Biometrika, 2, 357–462. PEBESMA, E.J. (2004). Multivariable geostatistics in S: the gstat package. Computers & Geosciences, 30, 683–691. PEBESMA, E.J. and HEUVELINK, G.B.M. (1999). Latin hypercube sampling of Gaussian random fields. Technometrics, 41, 303–312. PEBESMA, E.J. and WESSELING, C.G. (1998). Gstat, a program for geostatistical modelling, prediction and simulation. Computers & Geosciences, 24,17–31. PEDDLE, J.B. (1910). The construction of graphical charts. New York, McGraw-Hill. PEEL, D., WHITEN, W.J. and MCLACHLAN, G.J. (2001). Fitting mixtures of Kent distributions to aid in joint set identification. Journal of the American Statistical Association, 96,56–63. PEIKERT, E.W. (1969). Developments at the man-machine interface. In: MERRIAM, D.F. (ed.). Computer applications in the earth sciences. Proceedings of a conference on the state of the art held on campus at The University of Kansas, Lawrence on 16–18 June 1969. New York, Plenum Press, 1–11. PEKERIS, C.L. (1955). The seismic surface pulse. Proceedings of the National Academy of Sciences of the United States of America, 41, 469–480. 828 Bibliography

PELL, A.J. (1919). Linear equations with unsymmetric systems of coefﬁcients. Transactions of the American Mathematical Society, 20,23–39. PELTO, C.R. (1954). Mapping of multicomponent systems. Journal of Geology, 62, 501–511. PELTO, C.R., ELKINS, T.A. and BOYD, H.A. (1968). Automatic contouring of irregularly spaced data. Geophysics, 33, 424–430. PELTON, W.H., RIJO, L. and SWIFT, C.M. (1978). Inversion of two-dimensional resistivity and induced-polarization data. Geophysics, 43, 788–803. PENNELL, W.O. (1930). A generalized Fourier series representation of a function. The American Mathematical Monthly, 37, 462–472. PENROSE, R. (1955). A generalized inverse for matrices. Proceedings of the Cambridge Philosoph- ical Society, 51, 406–413. PERCIVAL, D.B. and WALDEN, A.T. (1993). Spectral analysis for physical applications. Multitaper and conventional univariate techniques. Cambridge, Cambridge University Press. PERGOLA, N., PIETRAPERTOSA, C., LACAVA, T. and TRAMUTOLI, V. (2001). Robust satellite techniques for monitoring volcanic eruptions. Annals of Geophysics, 44, 167–177. PERKINS, E.H., BERMAN, R. and BROWN, T.H. (1986b). Software for the computation and graphical display of intensive variable phase diagrams. In: JACKSON, K.J. and BOURCIER, W. L., (eds.). Proceedings of the Workshop on Geochemical Modelling. September 14–17, 1986. Fallen Leaf Lake, California, Lawrence Livermore National Laboratory, Livermore CA, 176–183. PERKINS, E.H., BROWN, T.H. and BERMAN, R.G. (1986a). PT-SYSTEM, TX-SYSTEM, PX-SYSTEM: Three programs which calculate pressure-temperature-composition phase diagrams. Computers & Geosciences, 12, 749–755. PERLIS, A.J. and SAMELSON, K. (1958). Preliminary report: International algebraic language. Communications of the ACM, 1,8–22. PERREY, A. (1844). Mémoire sur les tremblements de terre ressentis en France, en Belgique et en Hollande, depuis la quartième siècle chrétienne jusqu'a nos jours (1845 inclusiv.) [Memoir on earth tremors felt in France, Belgium and Holland, AD 400–1845]. Me´moires couronnes et Me´ moires des Savants Étrangers. Acade´mie royale des Sciences et des Belles-Lettres de Bruxelles. ser. 1, 18,1–110. PERREY, A. (1845). Mémoire sur les tremblements de terre dans le bassin du Rhin [Note on earth tremors in the Rhine basin]. Me´moires couronne´s et Me´moires des Savants Étrangers, Acade´mie Royale des Sciences et Belles Lettres de Bruxelles, 19,1–113. PERREY, A. (1847). Mémoire sur les tremblements de terre de la péninsule Italique [Memoir on the earth tremors of the Italian peninsula]. Me´moires couronne´s et Me´moires des Savants Étrangers. Acade´mie royale des Sciences et des Belles-Lettres de Bruxelles, 12,1–145. PERREY, A. (1850). Mémoire sur les tremblements de terre ressentis dans la péninsule Turco- Hellénique et en Syrie [Memoir on earth tremors felt in the Turkish-Hellenic peninsula and in Syria]. Me´moires Couronne´s et Me´moires des Savants Étrangers. Acade´mie Royale des Sciences et des Belles-Lettres de Bruxelles, 23,1–75. PERREY, A. (1858). Documents sur les tremblements de terre au Pérou, dans la Colombie et dans le Bassin de l’Amazone [Documents on earth tremors in Peru, Colombia and the Amazon Basin]. Me´ moires de L’Acade´mie Royale de Belgique, 7,1–134. PERRIMAN, W.S. (1990). Statistical estimation of petroleum geochemistry parameters. The Statisti- cian, 39, 425–436. PERRIN, J. (1908). L’agitation moléculaire et le mouvement brownien [Molecular agitation and Brownian motion.]. Comptes rendus des se´ances de l’Acade´mie des sciences, Paris, 146, 967–970. 829 Bibliography

PERRY, J.W., KENT, A. and MELTON, J.L. (1958). Tools for machine literature searching: semantic code dictionary, equipment, procedures. Library science and documentation, v. 1. New York, NY, Interscience Publishers. PERRY, K., Jr. (1967a). Methods of petrologic calculation and the relationship between mineral and bulk chemical composition. Contributions to Geology, 6,5–38. PERRY, K., Jr. (1967b). An application of linear algebra to petrologic problems: Part 1. Mineral classification. Geochimica et Cosmochimica Acta, 31, 1043–1078. PERSONS, W.M. (1909). The variability in the distribution of wealth and income. The Quarterly Journal of Economics, 23, 416–449. PERSONS, W.M. (1910). The correlation of economic statistics. Publications of the American Statistical Association, 12, 287–322. PERSSON, L. (2003). Statistical tests for regional seismic phase characterizations. Journal of Seismology, 7,19–33. PERUGGIA, M. and SANTNER, T. (1996). Bayesian analysis of time evolution of earthquakes. Journal of the American Statistical Association, 91, 1209–1218. PERUGINI, D. and POLI, G. (2007). Tourmaline nodules from Capo Bianco aplite (Elba Island, Italy): an example of diffusion limited aggregation growth in a magmatic system. Contributions to Mineralogy and Petrology, 153, 493–508. PERUGINI, D., POLI, G. and VALENTINI, L. (2004). Strange attractors in plagioclase oscillatory zoning: petrological implications. Contributions to Mineralogy and Petrology, 149, 482–497. PETERMANN, A. and MILNER, T. (1850). Atlas of physical geography with descriptive letter- press, embracing a general view of the physical phenomena of the Globe. The atlas of physical geography. London, W.S. Orr. PETERS, J.A. (1968). A computer program for calculating degree of biogeographical resemblance between areas. Systematic Zoology, 17,64–69. PETERS, L.J. (1949). The direct approach to magnetic interpretation and its practical application. Geophysics, 14, 290–320. PETERSON, R.A., FILLIPPONE, W.R. and COKER, F.B. (1955). The synthesis of seismograms from well-log data. Geophysics, 20, 516–538. PETROU, M. and PETROU, C. (2010). Image processing: The fundamentals. 2nd edn., Chichester, John Wiley & Sons. PETRUS, J.A. and KAMBER, B.S. (2012). VizualAge: A novel approach to Laser Ablation ICP-MS U-Pb geochronology data reduction. Geostandards and Geoanalytical Research, 36, 247–270. PETTIJOHN, F.J. (1949). Sedimentary rocks. New York, NY, Harper and Borthers. PEUCKER, T.K. and COCHRANE, D. (1974). Die Automation der Relief-darstellung – Theorie und Praxis [Automation of relief representation – theory and practice]. International Yearbook of Cartography, 14, 128–139. PFEIFFER, P.E. (1952). Equivalence of totally finite measures on infinite product spaces. Annals of Mathematics, ser. 2, 56, 520–536. PFLUG, R. and HARBAUGH, J.W. (eds.) (1992). Computer graphics in geology: Three-dimensional computer graphics in modeling geologic structures and simulating geologic processes. Lecture Notes in Earth Sciences 41. Berlin, Springer-Verlag. PHADKE, S., BHARDWAJ, D. and DEY, S.K. (2000). An explicit predictor-corrector solver with application to seismic wave modelling. Computers & Geosciences, 26, 1053–1058. PHILIP, G.M., SKILBECK, C.G. and WATSON, D.F. (1987). Algebraic dispersion fields on ternary diagrams. Mathematical Geology, 19, 171–181. PHILIP, J. (1985). Sur les relations des marges téthysiennes au Campanian et au Maastrichtien déduites de la distribution des Rudists [Relationships between the Tethyan margins during the 830 Bibliography

Campanian and Maastrichtian deduced from rudist distribution]. Bulletin de la Socie´te´Geólogique de France, ser. 8, 1, 723–731. PHILLIPS, D.L. (1962). A technique for the numerical solution of certain integral equations of the first kind. Journal of the Association for Computing Machinery, 9,84–97. PHILLIPS, F.C. (1937). A fabric study of some Moine Schists and associated rocks. Quarterly Journal of the Geological Society, London, 93, 581–620. PHILLIPS, F.C. (1938). Mineral orientation in some olivine-rich rocks from Rum and Skye. Geological Magazine, 75, 130–135. PHILLIPS, F.C. (1946). An introduction to crystallography. London, Longmans Green. PHILLIPS, F.C. (1954). The use of the stereographic projection in structural geology. London, Edward Arnold. PHILLIPS, F.C. (1960). The use of the stereographic projection in structural geology. 2nd edn., London, Edward Arnold. PHINNEY, R.A. and SMITH, S.W. (1963). Processing of seismic data from an automatic digital recorder. Bulletin of the Seismological Society of America, 53, 549–562. PHLEGER, F.B. (1960). Ecology and distribution of recent Foraminifera. Baltimore, Johns Hopkins Press. PICKANDS, J., IIIrd (1975). Statistical inference using extreme order statistics. The Annals of Statistics, 3,119–131. PIERPONT, J. (1900). Galois’ theory of algebraic equations. Part II. Irrational resolvents. Annals of Mathematics, ser. 2, 2,22–55. PIERUSCHKA, E. (1958). Mathematical foundation of reliability theory. Unnumbered report. Redstone Arsenal, Huntsville, AL; Fort Belvoir, VA , United States Department of Defense, Defense Technical Information Center. PIERUSCHKA, E. (1963). Principles of reliability. Englewood-Cliffs, NJ, Prentice-Hall. PIKE, C.J. (1994 ). Analysis of high resolution marine seismic data using the wavelet transform. In: FOUFOULA-GEORGIOU, E. and KUMAR, P. (eds.). Wavelets in geophysics. London, Aca- demic Press, 183–212. PIKE, R. (1992). Machine visualization of synoptic topography by digital image processing. 2016,. In: WILTSHIRE, D.A. (ed.). Selected papers in the applied computer sciences. United States Geological Survey Bulletin 2016. Washington, DC, Government Publications Office, B1–B12. PIKE, R.J. (1993). A bibliography of geomorphometry with a topical key to the literature and an introduction to the numerical characterisation of topographic form. Open-File Report 93-262-A, Menlo Park, CA, United States Geological Survey. PIKE, R.J. (1995). A bibliography of geomorphometry – Supplement 1.0. Open-File Report 95-046, Menlo Park, CA, United States Geological Survey. PIKE, R.J. (1996). A bibliography of geomorphometry – Supplement 2.0. Open-File Report 96-726, Menlo Park, CA, United States Geological Survey. PIKE, R.J. (1999). A bibliography of geomorphometry – Supplement 3.0. Open-File Report 99-140, Menlo Park, CA, United States Geological Survey. PIKE, R.J. (2002). A bibliography of terrain modelling (geomorphometry) – Supplement 4.0. Open- File Report 02-465, Menlo Park, CA, United States Geological Survey. PIKE, R.J. and WILSON, S.E. (1971). Elevation-relief ratio, hypsometric integral and geomorphic area-altitude analysis. Geological Society of America Bulletin, 82, 1079–1084. PILANT, W.L. (1989). A PC-interactive stereonet plotting program. Computers & Geosciences, 15, 43–58. PINCUS, H.J. and DOBRIN, M.B. (1966). Geological applications of optical data processing. Journal of Geophysical Research, 71, 4861–4869. 831 Bibliography

PINDER, G. F. and BREDEHOEFT, J. D. (1968). Applications of the digital computer for aquifer evaluation. Water Resources Research, 4, 1069–1093. PINDER, G.F. and FRIND, E.O. (1972). Application of Galerkin’s procedure to aquifer analysis. Water Resources Research, 8, 108–120. PINTORE, S., QUINTILIANI, M. and FRANCESCHI, D. (2005). Teseo: A vectoriser of historical seismograms. Computers & Geosciences, 31, 1277–1285. PIPER, A.M. (1944). A graphic procedure in the geochemical interpretation of water analyses. Transactions of the American Geophysical Union, 25, 914–923. PISARENKO, V.F. (1991). Statistical evaluation of maximum possible earthquakes. Physics of the Solid Earth, 27, 757–763. PISIAS, N.G. and MOORE, T.C. (1981). The evolution of Pleistocene climate: a time series approach. Earth and Planetary Science Letters, 52, 450–458. PITMAN, E.J.G. (1939). Tests of hypotheses concerning location and scale parameters. Biometrika, 31, 200–215. PLACKETT, R.L. (1958). The principle of the arithmetic mean. Biometrika, 45, 130–135. PLACKETT, R.L. (1983). Karl Pearson and the Chi-squared test. International Statistical Revue, 51, 59–72. PLANTZ, A.R. and BERMAN, M. (1971). Adoption of the octal number system. IEEE Transactions on Computers, 20, 593–598. PLATT, J.P. (1978). ‘Catastrophe theory: Application to the Permian mass extinction’. Comments and Reply. Geology, 6, 453–454. PLAYFAIR, J. (1807 [1812]). Of the solids of greatest attraction, or those which, among all the solids that have certain properties, attract with the greatest force in a given direction. Transactions of the Royal Society of Edinburgh, 6 [for 1807], 187–243. PLAYFAIR, W. and CORRY, J. (1786). The commercial and political atlas; representing, by means of stained copper-plate charts, the exports, imports, and general trade of England at a single view. To which are added, Charts of the revenue and debts of Ireland, done in the same manner. London, J. Debrett, G.G. and J. Robinson, J. Sewell. PLUMB, G.A. (1993). Compression of continuous spatial data in the raster digital format. Computers & Geosciences, 19, 493–497. PLUMMER, P.S. and LEPPARD, P.I. (1979). An analytical technique for uni-, bi-, and trimodal paleocurrent data. Computers & Geosciences, 5, 157–172. PLUTCHOK, R. and BROOME, P. (1969). Modeling of seismic signals from large underwater explosions to predict the spectra and covariance functions. Bulletin of the Seismological Society of America, 59, 1147–1187. PODDAR, M. (1982). VLF-EM [very low frequency-electromagnetic] response of a perfectly conducting half-plane in a layered half-space. Geophysics, 47, 1059–1067. PODKOVYROV, V.N., GRAUNOV, O.V. and CULLERS, R.L. (2003). A linear programming approach to determine the normative composition of sedimentary rocks. Mathematical Geology, 35, 459–476. POINCARÉ, H. (1881). Mémoire sur les courbes définies par une équation différentielle [Memoir on curves defined by a differential equation]. I. Journal de Mathe´matiques Pures et Appliqueés, ser. 3, 7, 375–442. POINCARÉ, H. (1882). Mémoire sur les courbes définies par une équation différentielle [Memoir on curves defined by a differential equation]. II. Journal de Mathe´matiques Pures et Appliqueés, ser. 3, 8, 251–296. POINCARÉ, H. (1885). Sur l’équilibre d’une masse fluide animée d’un mouvement de rotation [On the equilibrium of a mass of fluid given a rotational movement.]. Acta Mathematica, 7, 159–380. 832 Bibliography

POINCARÉ, H. (1890). Sur le problème des trois corps et les équations de la dynamique [On the three body problem and dynamic equations]. Acta Mathematica, 13,1–270. POINCARÉ, H. (1892–99). Me´thodes nouvelles de la mećhanique ce´leste [New methods of celestial mechanics]. 3 vols. Paris, Gauthiers-Villars. POINCARÉ, H. (1902). Figures d’e´quilibre d’une masse fluide [Figures of equilibrium of a fluid mass]. Paris, Gauthier-Villars. POINCARÉ, H. (1908). Science et me´thode [Science and method]. Paris, Flammarion. POISSON, S.-D. (1830). Mémoire sur la proportion des naissances des filles et des garçons [Note on the proportion of births of girls and boys]. Me´moire de l’Acade´mie des Sciences, Paris, 9, 239–308. POISSON, S.-D. (1831). Mémoire sur les équations générales de l’équilibre et du mouvement des corps solides élastiques et des fluides [Memoir on general equations of equilibrium and motion of elastic solids and fluids]. Journale de l’École Polytechnique, Paris, 20,1–174. POISSON, S.-D. (1835). Recherches sur la probabilité des jugements, principalement en matière criminelle [Research on the probability of judgements, mainly in criminal matters]. Comptes rendus hebdomadaires des Seánces de l’Acade´mie des Sciences, Paris, 1, 473–494. POLYANIN, A.D. (2015). EqWorld. The world of mathematical equations [online: http://eqworld. ipmnet.ru/index.htm]. POLYANIN, A.D. and ZAITSEV, V.F. (2003). Handbook of exact solutions for ordinary differential equations. 2nd edn., Boca Raton, FL, Chapman and Hall/CRC Press. POLYANIN, A.D., ZAITSEV, V.F. and MOUSSIAUX, A. (2002). Handbook of first order partial differential equations. London, Taylor and Francis. POPOFF, C.C. (1966). Computing reserves of mineral deposits: Principles and conventional methods. Bureau of Mines Information Circular 8283. Washington, DC, United States Depart- ment of the Interior. PORITSKY, H. (1936). Heaviside’s operational calculus – its applications and foundations. The American Mathematical Monthly, 43, 331–344. PORWAL, A.K. (2006). Mineral potential mapping with mathematical geological models. ITC Doctoral dissertation 130, The Netherlands, Enschede, International Institute for Geo-information science and Earth Observation. PORWAL, A.K., CARRANZA, E.J.M. and HALE, M. (2004). A hybrid neuro-fuzzy model for mineral potential mapping. Mathematical Geology, 36, 803–826. POTTER, P.E. (1955). Petrology and origin of the Lafayette gravel. Part I. Mineralogy and petrology. Journal of Geology, 63,1–38. POTTER, W.D. (1949). Effect of rainfall on magnitude and frequency of peak rates of surface runoff. American Geophysical Union Transactions, 30, 735–751. POWERS, M.C. (1953). A new roundness scale for sedimentary particles. Journal of Sedimentary Petrology, 23,117–119. PRANDTL, L. and BUSEMANN, A. (1929). Naherungsverfahren€ zur zeichnerischen Ermittlung von ebenen Stromungen€ mit Uberschallgeschwindigkeit€ [Proximity method for the graphic determination of plane flows with a supersonic velocity]. Zürich, Stodola Festschrift. PRANGE, P.E. (1957). Cyclic error-correcting codes in two symbols. Technical Report AFCRC-TN- 57-103, Bedford, MS, United States Air Force Cambridge Research Laboratories. PRATIBHA, K. (1999). Using Maple V to derive analytical formulae for gravity anomaly derivatives over anticlines and synclines with hyperbolic density contrast. Journal of Applied Geophysics, 42, 47–53. PRATIBHA, K., SINGH, B., and DWIVEDI, A. (1999). On the use of symbolic computations in geosciences. Current Science, 76, 1145–1149. 833 Bibliography

PRATJE, O. (1932). Die marinen Sedimente als Abildung ihrer Umwelt und ihre Auswertung durch regional-statistische Methode [Marine sediments as a picture of their environment and their evaluation by a regional-statistical method]. Fortschritte der Geologie und Palaontologie, 11, 220–245. PRESS, F. and EWING, M. (1950). Propagation of explosive sound in a liquid layer overlying a semi-infinite solid. Geophysics, 15, 426–446. PRESS, F., EWING, M. and TOLSTOY, I. (1950). The Airy phase of shallow-focus submarine earthquakes. Bulletin of the Seismological Society of America, 40, 111–148. PRESS, F., HARKRIDER, D. and SEAFELDT, C.A. (1961). A fast, convenient program for computation of surface-wave dispersion curves in multilayered media. Bulletin of the Seismologi- cal Society of America, 51, 495–502. PRESS, H. and TUKEY, J.W. (1956). Power spectral methods of analysis and their application to problems in airplane dynamics. In: DURBIN, E.J. (ed.). AGARD Flight test manual, v. IV. Instrumentation. Part C. Paris, North Atlantic Treaty Organisation. Advisory Group for Aeronau- tical Research and Development, 1–41 [reprinted in: BRILLINGER, D.R. (ed.) The collected works of John W. Tukey. Vol. 1. Time series: 1949–1964. Wadsworth, Pacific Grove, CA., 185–243]. PRESS, W.H., FLANNERY, B.P., TEUKOLSKY, S.A. and VETTERLING, W.T. (1992). Backus- Gilbert method. In: PRESS, W.H., TEUKOLSKY, S.A., VETTERLING, W.T. and FLANNERY, B.P. (eds.). Numerical recipes in Fortran 77. The art of scientific computing. 2nd edn., Cambridge, Cambridge University Press, 806–809. PRESTON, F.W. (1948). The commoness, and rarity, of species. Ecology, 29, 254–283. PRESTON, F.W. and DAVIS, J.C. (1976). Sedimentary porous materials as a realisation of a stochastic process. In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer- Verlag, 63–86. PRESTON, F.W. and HENDERSON, J. (1964). Fourier series characterization of cyclic sediments for stratigraphic correlation. In: MERRIAM, D.F. (ed.). Symposium on cyclic sedimentation. Kansas Geological Survey Bulletin 169, Lawrence, KS, Kansas Geological Survey, 415–425. PRESTON, F.W. and VAN SCOYOC, J.S. (1964). Use of asymmetric frequency distribution curves of core analysis data in calculating oil reserves. In: PARKS, G.A. (ed.). Computers in the mineral industries. Stanford University Publications. Geological Sciences 9 (Part 2). Stanford, CA, School of Earth Sciences, Stanford University, 694–720. PRICE, B. (1862). A treatise on infinitesimal calculus; containing differential and integral calculus, calculus of variations, applications to algebra and trigonometry, and analytical sections. IV. The dynamics of material systems. Oxford, The University Press. PRICE, B. (1865). A treatise on infinitesimal calculus and calculus of variations. 2nd ed., Oxford, The Clarendon Press. PRICE, W.E. (1976). A random-walk simulation model of alluvial-fan deposition. In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer-Verlag, 55–62. PRICKETT, T. A., NAYMIK, T. G. and LONNQUIST, C. G. (1981). A ‘random walk’ solute transport model for selected groundwater quality evaluations. Illinois State Water Survey Bulletin, 65,1–103. PRIESTLEY, M.B. (1965). Evolutionary spectra and non-stationary processes. Journal of the Royal Statistical Society, ser. B, 27, 204–237. PRIESTLEY, M.B. (1981). Spectral analysis and time series. v. 1. London, Academic Press. PRIESTLEY, M.B. (1996). Wavelets and time-dependent spectral analysis. Journal of Time Series Analysis, 17,85–103. 834 Bibliography

PROKOPH, A. and BARTHELMES, F. (1996). Detection of nonstationarities in geological time series: Wavelet transform of chaotic and cyclic sequences. Computers & Geosciences, 22, 1097–1108. PROTHERO, W.A. (1974). An ocean-bottom seismometer capsule. Bulletin of the Seismological Society of America, 64, 1251–1262. PRUGGER, A.F. and GENDZWILL, D.J. (1988). Microearthquake location: A nonlinear approach that makes use of a simplex stepping procedure. Bulletin of the Seismological Society of America, 78, 799–815. PRYCE, W. (1778). Mineralogia Cornubiensis: A treatise on minerals, mines and mining. London, James Phillips. PUDSEY, C.J. (1980). Venn diagram to represent rock attributes. Journal of Sedimentary Petrology, 50, 646–647. PURDY, R.C. (1908). Qualities of clays suitable for making paving brick. Illinois State Geological Survey Bulletin, 9, 133–278. PURYEAR, C.I., PORTNIAGUINE, O.N., COBOS, C.M. and CASTAGANA, J.P. (2012). Constrained least-squares spectral analysis: Application to seismic data. Geophysics, 77, 143–167. QUANDT, R.E. (1958). The estimation of the parameters of a linear regression system obeying two separate regimes. Journal of the American Statistical Association, 53, 873–880. QUENOUILLE, M. (1949a). Approximate tests of correlation in time series. Journal of the Royal Statistical Society, ser. B, B11,18–84. QUENOUILLE, M.H. (1949b). Problems in plane sampling. The Annals of Mathematical Statistics, 20, 355–375. QUENOUILLE, M.H. (1958). The comparison of correlations in time-series. Journal of the Royal Statistical Society, ser. B, 20, 158–164. QUIN, S.Q., JIAO, J.J. and LI, Z.G. (2006). Nonlinear evolutionary mechanisms of instability of plane-shear slope: Catastrophe, bifurcation, chaos and physical prediction. Rock mechanics and Rock Engineering, 39,59–76. RABBANI, M. and JONES, P.W. (1991). Digital image compression techniques. Bellingham, WA, SPIE Optical Engineering Press. RABINER, L.R., GOLD, B. and MCGONEGAL, C.A. (1970). An approach to the approximation problem for nonrecursive digital ﬁlters. IEEE Transactions on Audio Electroacoustics, AU-18, 83–106. RADEMACHER, H. (1922). Einige Sätze von allgemeinen Orthogonalfunktionen [Some sets of general orthogonal functions]. Mathematische Annalen, 87, 122–138. RADIN, G. (1978). The early history and characteristics of PL/I. ACM SIGPLAN Notices, 13, 227–241. RADNER, R. (1959). The application of linear programming to team decision problems. Manage- ment Science, 5, 143–150. RADON, J. (1917). Über die Bestimmung von Funktionen durch ihre Integralwerte längs gewisser Mannigfaltigkeiten [On the determination of functions by their integral values along certain manifolds]. Berichte Sachsische€ Akademie der Wissenschaften, Leipzig, Mathematisch- physikalische Klasse, 69, 262–267. RAJCHMAN, J.A. (1957). Ferrite apertured plate for random-access memory. In: AFIPS Joint Computer Conferences. Papers and discussions presented at the December 10–12, 1956, Eastern Joint Computer Conference, New York, NY: New developments in computers, New York, NY, American Institute of Electrical Engineers, 107–115. RAKOWSKY, U.K. (2007). Fundamentals of the Dempster-Shafer theory and its applications to system safety and reliability modelling. Reliability: Theory and Applications, 3 (4), 173–185. 835 Bibliography

RALSTON, A. (1961). Some theoretical and computational matters relating to predictor-corrector methods of numerical integration. The Computer Journal, 4,64–67. RAMAN, C.V. (1962). The luminesence of fluorspar. Current Science, 31, 361–365. RAMAN, C.V. and KRISHNAN, K.S. (1928). The optical analogue of the Compton effect. Nature, London, 121,711. RAMBERG, H. (1959). Evolution of ptygmatic folding. Norsk geologisk Tidsskrift, 39,99–152. RAMBERG, H. (1966). The Scandanavian Caledonides as studied by centrifuged dynamic models. Bulletin of the Geological Institutions of the University of Uppsala, 43,1–72. RAMBERG, H. (1975). Particle paths, displacement, and progressive strain applicable to rocks. Tectonophysics, 28,1–37. RAMSAY, J.G. (1964). The uses and limitations of beta-diagrams and pi-diagrams in the geometrical analysis of folds. Quarterly Journal of the Geological Society, London, 120, 435–454. RAMSAY, J.G. (1967). Folding and fracturing of rocks. New York, McGraw-Hill. RAMSAY, J.G. (1976). Displacement and strain. Philosophical Transactions of the Royal Society, London, ser. A, 283,3–25. RAMSAY, J.G. and HUBER, M.I. (1983). The techniques of modern structural geology. Vol. 1: Strain analysis. London, Academic Press. RAMSAY, J.O. and SILVERMAN, B.W. (1997). Functional data analysis. New York, NY, Springer. RAMSAYER, G.R. and BONHAM-CARTER, G. (1974). Numerical classification of geologic patterns characterized by binary variables. Journal of the International Association for Mathe- matical Geology, 6,59–72. RAMSEY, M.H. and ARGYRAKI, A. (1997). Estimation of measurement uncertainty from field sampling: implications for the classification of contaminated land. The Science of the Total Environment, 198, 243–257. RAMSEY, M.H. and THOMPSON, M. (1992). Data quality in applied geochemistry – the requirements, and how to achieve them. Exploration Geochemistry, 44,3–22. RAMSEY, M.H., ARGYRAKI, A. and THOMPSON, M. (1995). On the collaborative trial in sampling. Analyst, 120, 2309–2312. RAMSON, I., APPEL, C. A. and WEBSTER, R. A. (1965). Ground-water models solved by digital computer. Journal of the Hydraulics Division, Proceedings of the American Society of Civil Engineers, 91, 133–147. RAND CORPORATION (1955). A million random digits with 100,000 normal deviates. Glencoe, IL, Free Press Publishers. RANKINE, W.J.M. (1855). On axes of elasticity and crystalline forms. Philosophical Transactions of the Royal Society, London, 145, 261–285. RANKINE, W.J.M. (1858). A manual of applied mechanics. London, Griffin. RANKINE, W.J.M. (1883). Mechanics. In: Encyclopaedia Britannica, v. 15. 9th edn., Edinburgh, A. & C. Black, 676–773. RAO, J.S. and SENGUPTA, S. (1972). Mathematical techniques for paleocurrent analysis: Treatment of directional data. Journal of the International Association for Mathematical Geology, 4, 235–248. RAO, K.R. (1969). Discrete transforms and their applications. New York, NY, Van Nostrand Reinhold. RAO, S.V.L.N. and PRASAD, J. (1982). Definition of kriging in terms of fuzzy logic. Journal of the International Association for Mathematical Geology, 14,37–42. RAO, S.V.L.N. and RAO, M.S. (1970a). A study of residual maps in the interpretation of geochemical anomalies. Journal of the International Association for Mathematical Geology, 2,15–24. 836 Bibliography

RAO, S.V.L.N. and RAO, M.S. (1970b). Geometric properties of hypersurfaces (trend surfaces) in three dimensional space. Journal of the International Association for Mathematical Geology, 2, 203–206. RAPHSON, J. (1690). Analysis aequationum universalis, seu ad aequationes algebraicas resolvendas methodus generalis, & expedita [A universal analysis of equations; or, a short and general method of resolving algebraical equations]. London, Abel Swall. RASHED, M. (2014). Fifty years of stacking. Acta Geophysica, 62, 505–528. RASHED, T. and WEEKS, J. (2003). Assessing vulnerability to earthquake hazards through spatial multicriteria analysis of urban areas. International Journal of Geographical Information Science, 17, 547–576. RASMUSSEN, B.H. (1952). Earthquake forces on systems with several degrees of freedom. Bulletin of the Seismological Society of America, 42, 327–339. RASMUSSEN, L.A. (1991). Piecewise integral splines of low degree. Computers & Geosciences, 17, 1255–1263. RATKOWSKY, D.A. (1990). Handbook of nonlinear regression models. New York, NY, Marcel Dekker. RAUP, D.M. (1966). Geometric analysis of shell coiling: General problems. Journal of Paleontology, 40, 1178–1190. RAUP, D.M. and CRICK, R.E. (1979). Measurement of faunal similarity in palaeontology. Journal of Palaeontology, 53, 1213–1227. RAUP, D.M. and GOULD, S.J. (1974). Stochastic simulation and evolution of morphology – towards a nomothetic paleontology. Systematic Zoology, 23, 305–322. RAUP, D.M. and SEILACHER, A. (1969). Fossil foraging behaviour: Computer simulation. Science, 166, 994–995. RAVEH, A. (1986). On measures of monotone association. American Statistician, 40,117–123. RAY, R.D. (1985). Correction of systematic error in magnetic surveys: An application of ridge regression and sparse matrix theory. Geophysics, 50, 1721–1731. RAY, R.D. (1987). On an elementary application of graph theory to a magnetic survey adjustment system. Computers & Geosciences, 13, 287–292. RAYLEIGH, Lord [J.W. Strutt] (1880). On the resultant of a large number of vibrations of the same pitch and arbitrary phase. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5, 10,73–78. RAYLEIGH, Lord [J.W.Strutt] (1887). On waves propagated along the plane surface of an elastic solid. Proceedings of the London Mathematical Society, 17,4–11. RAYLEIGH, Lord [J.W. Strutt] (1915). On the widening of spectral lines. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 29, 274–284. RAYLEIGH, Lord [J.W. Strutt] (1919). On the problem of random vibrations, and of random ﬂights, in one, two or three dimensions. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 6, 37, 321–347. RAYLEIGH, Lord [J.W. Strutt] (1933). Beryllium and Helium. I. The Helium contained in beryls of varied geological age. Proceedings of the Royal Society, London, ser. A, 142, 370–381. RAYMOND, R.W. (1908a). Dip and pitch. Transactions of the American Institute of Mining Engineers, 39, 326–327. RAYMOND, R.W. (1908b). Dip and pitch. Discussion. Transactions of the American Institute of Mining Engineers, 39, 898–916. RAZUMOVSKY, N.K. (1941). On the role of the logarithmically normal law of frequency distribution in petrology and geochemistry. Comptes Rendus (Doklady) de l’Academie des Sciences de l’URSS, 33,48–49. 837 Bibliography

REA, H.C. (1941). Photogeology. Bulletin of the American Association of Petroleum Geologists, 25, 1796–1800. RECORD, R. (1551). The pathwaie to knowledg, containing the ﬁrst principles of geometrie. The second booke of the principles of geometry. London, R. Wolfe. REDDY, R.K.T., BONHAM-CARTER, G.F. and GALLEY, A.G. (1992). Developing a geographic expert system for regional mapping of volcanogenic massive sulﬁde deposit potential. Non- renewable Resources, 1,112–124. REDLICH, O. and KWONG, J.N.S. (1949). On the thermodynamics of solutions V: An equation of state. Fugacities of gaseous solutions. Chemical Reviews, 44, 233–244. REED, G.W. (1959). Activation analysis applied to geochemical problems. In: ABELSON, P.H. (ed.). Researches in Geochemistry. New York, NY, John Wiley & Sons, 458–475. REED, J.J. (1964). Machine-punched cards for cataloguing rocks and minerals. New Zealand Journal of Geology and Geophysics, 7, 573–584. REEVES, J. R. (1923). Results of assays of the New Albany Oil-shale. Reports of Investigations. Serial no. 2492, Washington, DC, United States Bureau of Mines. REHDER, S. and FRANKE, D. (2012). How to include ignorance into hydrocarbon-resource assessments? A case study applied to the presence of source rock at the Argentine Deep Water Margin. Natural Resources Research, 21, 301–309. REICHE, P. (1938). An analysis of cross-lamination. The Coconino sandstone. Journal of Geology, 46, 905–932. REID, M.J., GANCARZ, A.J. and ALBEE, A.L. (1973). Constrained least-squares analysis of petrologic problems with an application to Lunar sample 12040. Earth and Planetary Science Letters, 17, 433–445. REID, N. (1988). Saddlepoint methods and statistical inference. Statistical Science, 3, 213–238. REIGEL, E.W., FABER, U. and FISHER, D.A. (1972). The interpreter – A microprogrammable building block system.. In: Proceedings of the 1972 Spring Joint Computer Conference: May 16–18, Atlantic City, New Jersey, AFIPS Press, Montvale, NJ, 705–723. REIMANN, C. and FILZMOSER, P. (2000). Normal and lognormal data distribution in geochemistry: death of a myth. Consequences for the statistical treatment of geochemical and environmental data. Environmental Geology, 39, 1001–1014. REIMANN, C., FILZMOSER, P. and GARRETT, R.G. (2005). Background and threshold: critical comparison of methods of determination. Science of the Total Environment, 346,1–16. REIMANN, C., FILZMOSER, P., GARRETT, R.G. and DUTTER, R. (2008). Statistical data analysis explained. Applied environmental statistics with R. Chichester, John Wiley & Sons. REITER, D. and STROUJKOVA, A. (2005). Improved depth-phase detection at regional distances. In: PATTERSON, E., (ed.). Proceedings of the 27th Seismic Research Review: Ground-based nuclear explosion monitoring techniques, Rancho Mirage, California, 20–22 September 2005, United States Department of Energy, Oak Ridge, TN, 403–412. RENARD, F., SCHMITTBUHL, J., GRATIER, J.-P., MEAKIN, P. and MERINO, E. (2004). Three- dimensional roughness of stylolites in limestones. Journal of Geophysical Research: Solid Earth, 109, B03209 [online: http://dx.doi.org/10.1029/2003JB002555]. RENDU, J.-M.M. (1976). Bayesian decision theory applied to mineral exploration. In: GUARASCIO, M., DAVID, D. and HUIJBREGTS, C. (eds.). Advanced geostatistics in the mining industry. Proceedings of the NATO Advances Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, Reidel, 435–445. RENDU, J.-M.M. (1988). Applications in geology. In: CROW, E.L. and SHIMIZU, K. (eds.). Lognormal distributions. Theory and applications. Statistics textbooks and monographs.v. 88. New York, Marcel Dekker, 357–366. 838 Bibliography

RENNER, R.M. (1993a). The resolution of a compositional dataset into mixtures of fixed source composition. Applied Statistics, C42, 615–631. RENNER, R.M. (1993b). A constrained least-squares subroutine for adjusting negative estimated element concentrations to zero. Computers & Geosciences, 19, 1351–1360. RENNER, R.M., GLASBY, G.P. and SZEFER, P. (1998). Endmember analysis of heavy-metal pollution in surficial sediments from the Gulf of Gdansk and the southern Baltic Sea off Poland. Applied Geochemistry, 13, 313–318. RESCHER, N. (1954). Leibniz’s interpretation of his logical calculi. The Journal of Symbolic Logic, 19,1–13. REYMENT, R.A. (1962). Observations on homogeneity of covariance matrices in palaeontologic biometry. Biometrics, 18,1–11. REYMENT, R.A. (1963). Multivariate analytical treatment of quantitative species associations: an example from palaeoecology. The Journal of Animal Ecology, 32, 535–547. REYMENT, R.A. (1969a). A multivariate palaeontological growth problem. Biometrics, 22,1–8. REYMENT, R.A. (1969b). A statistical analysis of some volcanologic data regarded as a series of point events. Pure and Applied Geophysics, 74,57–77. REYMENT, R.A. (1970). Quantitative paleoecology of some Ordovician orthoconic nautiloids. Palaeogeography, Palaeoclimatology, Palaeoecology, 7,41–49. REYMENT, R.A. (1971a). Introduction to quantitative paleoecology. New York, NY, Elsevier. REYMENT, R.A. (1971b). Multivariate normality in morphometric analysis. Journal of the Interna- tional Association for Mathematical Geology, 3, 357–368. REYMENT, R.A. (1974). The age of zap. In: MERRIAM, D.F. (ed.). The impact of quantification on geology: Proceedings of the 1st Geochautaqua held on the occasion of the dedication of the Heroy Geology Laboratory at Syracuse University, 6 October 1972. Contributions of the Geology Department Syracuse, NY, Geology Department, Syracuse University, 2, 19–26. REYMENT, R.A. (1976a). Analysis of volcanic earthquakes of Asamayama (Japan). In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer-Verlag, 87–95. REYMENT, R.A. (1976b). Some applications of point processes to geology. Journal of the Interna- tional Association for Mathematical Geology, 8,95–98. REYMENT, R.A. (1978a). Biostratigraphical logging methods. Computers & Geosciences, 4, 261–268. REYMENT, R.A. (1978b). Quantitative biostratigraphical analysis exemplified by Moroccan Creta- ceous ostracods. Micropaleontology, 24,24–43. REYMENT, R.A. (1980). Multivariate analysis in statistical paleoecology. In: ORLOCI, L., RAO, C.R. and STITELER, W.M. (eds.). Multivariate methods in ecological work. Statistical Ecology Series Volume 7. Fairland, MA, International Co-operative Publishing House, 211–235. REYMENT, R.A. (1981). Asymmetry analysis of geologic homologues on both sides of the Strait of Gibraltar. Journal of the International Association for Mathematical Geology, 13, 523–533. REYMENT, R.A. (1991). Multidimensional paleobiology. Oxford, Pergamon Press. REYMENT, R.A., BLACKITH, R.E and CAMPBELL, N.A. (1984). Multivariate morphometrics. 2nd edn., London, Academic Press. REYMENT, R.A. and SAVAZZI, E. (1999). Aspects of multivariate statistical analysis in geology. Amsterdam, Elsevier. REYNOLDS, C.W. (1987). Flocks, herds and schools: A distributed behavioral model. In: STONE, M.C., (ed.). Proceedings of the 14th annual conference on computer graphics and interactive techniques: July 27–31, 1987, Anaheim, CA, New York, NY, Association for Computing Machin- ery, 25–34. 839 Bibliography

RHIND, D. (1971). The production of a multi-colour geological map by automated means. Nachrichten aus dem Karten- und Vermessungswesen. Reihe I. Deutsche Beitrage€ und Informationen, 52,47–51. RHIND, D. (1977). Computer-aided cartography. Transactions of the Institute of British Geographers. New ser., 2,71–97. RHIND, D.W., SHAW, M.A. and HOWARTH, R.J. (1973). Experimental geochemical maps – A case study in cartographic techniques for scientific research. The Cartographic Journal, 10,112–118. RIAL, J.A. (2003). Earth’s orbital eccentricity and the rhythm of the Pleistocene ice ages; the concealed pacemaker. Global and Planetary Change, 41,81–93. RIAL, J.A. and ANACLERIO, C.A. (2000). Understanding nonlinear responses of the climate system to orbital forcing. Quaternary Science Reviews, 19, 1709–1722. RICCATI, V. (1757–62). Opusculorum ad res physicas, et mathematicas pertinentium [A little work pertaining to that which is physical and mathematical]. Bologna, Laelium a Vulpo Instuti Scientiarum Typographum. RICE, J.R. (1964). The approximation of functions. v. 1. Reading, MA, Addison-Wesley. RICE, J.R. and WHITE, J.S. (1964). Norms for smoothing and estimation. SIAM Review, 6, 243–256. RICE, R.B. (1962). Inverse convolution filters. Geophysics, 27,4–18. RICH, A. (1890). A dictionary of Roman and Greek antiquities. 3rd edn., London, Longmans, Green & Co. RICHARDS, P.G. (1979). Elementary solutions to Lamb’s problem for a point source and their relevance to three-dimensional studies of spontaneous crack propagation. Bulletin of the Seismo- logical Society of America, 69, 947–956. RICHARDSON, L.F. (1939). Generalized foreign politics: a study in group psychology. British Journal of Psychology. Monograph supplement 23. Cambridge, The University Press. RICHARDSON, L.F. (1949). Arms and insecurity, alias the fickleness of fear being excerpts from a larger work on the instability of peace. Kilmun, Argyll, The Author. RICHARDSON, L.F. (1950). Statistics of deadly quarrels. Part one of a comprehensive work on the instability of peace. Kilmun, Argyll, The Author. RICHARDSON, L.F. (1960a). Arms and insecurity: mathematical study of the causes and origins of war (eds. Rashevsky, N. and Trucco, E.). Pittsburgh, PA, Boxwood Press. RICHARDSON, L.F. (1960b). Statistics of deadly quarrels [edited by Q. WRIGHT and C.C. LIENAU]. Pittsburgh, PA, Boxwood Press. RICHARDSON, L.F. (1961). The problem of contiguity: An appendix to Statistics of Deadly Quarrels. General Systems: yearbook of the Society for General Systems Research, 6 (1), 139–187. RICHARDSON, W.A. (1923). The frequency-distribution of igneous rocks. Part II. The laws of distribution in relation to petrogenic theories. Mineralogical Magazine, 20,1–19. RICHEY, M. (2010). The evolution of Markov chain Monte Carlo methods. The American Mathe- matical Monthly, 117, 383–413. RICHTER, K. (1932). Die Bewegungsrichtung des Inlandeises, rekonstruiert aus den Kritzen und Längsachsen der Geschiebe [Movement direction of inland ice reconstructed from crevices and longitudinal axes of boulders]. Zeitschrift fur Geschiebeforschung, 8,62–66. RICHTER, K. (1936). Ergebnisse und Aussichten der Gefügeforschung im pommerschen Diluvium [Results and prospects of structural research in Pomeranian Diluvium]. Geologische Rundschau, 27, 196–206. RICKER, N. (1944). Wavelet functions and their polynomials. Geophysics, 9, 314–323. RICKER, N. (1945). The computation of output disturbances from amplifiers for true wavelet inputs. Geophysics, 10, 207–220. 840 Bibliography

RIDSDILL-SMITH, T.A. (2000) The application of the Wavelet Transform to the processing of aeromagnetic data. Ph.D. thesis. Department of Geology and Geophysics, University of Western Australia. [online http://citeseerx.ist.psu.edu/viewdoc/download?doi¼10.1.1.27.451& rep¼rep1&type¼pdf]. RIEBER, F. (1936). A new reflection system with controlled directional sensitivity. Geophysics, 1, 97–106. RIEDEL, W.R. (1989). IDENTIFY. A Prolog program to help identify fossils. Computers & Geosciences, 15, 809–823. RIEMANN, B. (1851). Grundlagen fur€ eine allgemeine Theorie der Funktionen einer veranderlichen€ komplexen Große€ [Foundations for a general theory of functions of a complex variable]. Inauguraldissertation, University of Gottingen,€ Gottingen,€ Huth. RIEMANN, B. (2004). Foundations for a general theory of functions of a complex variable. In: CHRISTENSEN, C., ORDE, H. and BAKER, R. (eds.). Bernhard Riemann. Collected papers. Heber City, UT, Kendrick Press, 1–42. RILEY, J.D. (1955). Solving systems of linear equations with a positive definite, symmetric, but possibly ill-conditioned matrix. Mathematical Tables and Other Aids to Computation, 9 (51), 96–101. RINDFLEISCH, T.C., DUNNE, J.A., FRIEDEN, H.J., STROMBERG, W.D. and RUIZ, R.M. (1971). Digital processing of the Mariner 6 and 7 pictures. Journal of Geophysical Research, 76, 394–417. RINGDAL, F. (1977). Fundamental aspects of seismic event detection, magnitude estimation and their interrelation. Oslo, University of Oslo. RINNE, H. (2008). The Weibull distribution: a handbook. Boca Raton, FL, CRC Press. RIPLEY, B.D. (1987). Stochastic simulation. New York, NY, John Wiley & Sons. RIPLEY, B.D. (1993). Statistical aspects of neural networks. In: BARNDORFF-NIELSEN, O.E., JENSEN, J.L. and KENDALL, W.S. (eds.). Networks and chaos – Statistical and probabilistic aspects. London, Chapman and Hall, 40–70. RIPLEY, B.D. and THOMPSON, M. (1987). Regression techniques for the detection of analytical bias. The Analyst, 112, 377–383. RISH, I. (2001). An empirical study of the naive Bayes classifier. In: HOOS, H.H. and STÜTZLE, T. (eds.). Proceedings of the IJCAI 2001 workshop on empirical methods in artificial intelligence. August 4, 2001. Vol. 3. New York, NY, IBM, 41–46. RITZI, R.W. (2000). Behavior of indicator variograms and transition probabilities in relation to the variance in lengths of hydrofacies. Water Resources Research, 36, 3375–3381. RIU, J. and RIUS, F.X. (1995). Univariate regression models with errors in both axes. Journal of Chemometrics, 9, 343–362. RIVERS, T. and FYSON, W.K. (1977). Shape, size, and orientation of muscovite crystals in a schist of variable metamorphic grade. Canadian Journal of Earth Sciences, 14, 185–195. RIVOIRARD, J. (1994). Introduction to disjunctive kriging and non-linear geostatistics. Oxford, Oxford University Press. ROBERT, D.H., LEHAR, J. and DREHER, J.W. (1987). Time series analysis with clean derivation of spectra. Astronomical Journal, 93, 968–989. ROBERTS, L.G. (1963). Machine perception of three-dimensional solids Doctoral dissertation. Lincoln Laboratory Technical Report TR-315, Cambridge, MS, Massachusetts Institute of Tech- nology, Department of Electrical Engineering, Lincoln Laboratory [online: http://hdl.handle.net/ 1721.1/11589] ROBERTS, R.G. and DAHL-JENSEN, T. (1989). Deep seismic reflection processing in the complex demodulate domain: basic theory and application to residual static estimation. Geophysical Journal International, 98, 543–552. 841 Bibliography

ROBERTS, W.C. (1875). On the liquation, fusibility, and density of certain alloys of silver and copper. Proceedings of the Royal Society, London, 23, 481–495. ROBERTS-AUSTEN, W.C. (1895). Third Report to the Alloys Research Committee. Proceedings of the Institution of Mechanical Engineers, London, 48, 238–253. ROBERTS-AUSTEN, W.C. (1897). Fourth Report to the Alloys Research Committee. Proceedings of the Institution of Mechanical Engineers, London, 52,31–100. ROBERTS-AUSTEN, W.C. (1899). Fifth Report to the Alloys Research Committee. Proceedings of the Institution of Mechanical Engineers, London, 56,35–102. ROBINSON, A.H. (1961). The cartographic representation of the statistical surface. International Yearbook of Cartography, 1,53–63. ROBINSON, A.H. (1982). Early thematic mapping in the history of cartography. Chicago, IL, University of Chicago Press. ROBINSON, E.A. (1954). Predictive decomposition of time series with applications to seismic exploration Doctoral dissertation; M.I.T. Geophysical Group Report 7, Cambridge, MA, Massachusetts Institute of Technology. ROBINSON, E.A. (1962). Extremal representation of stationary stochastic processes. Arkiv for€ Matematik, 4, 379–384. ROBINSON, E.A. (1966a). Collection of FORTRAN II programs for filtering and spectral analysis of single-channel time series. Geophysical Prospecting, 14,2–52. ROBINSON, E.A. (1966b). Multichannel z-transforms and minimum delay. Geophysics, 31, 482–500. ROBINSON, E.A. (1967a) Predictive decomposition of time series with application to seismic exploration. Geophysics, 32, 418–484. ROBINSON, E.A. (1967b). Statistical communication and detection with special reference to digital signal processing of radar and seismic signals. London, Griffin. ROBINSON, E.A. (2015). MITand the birth of digital signal processing. Scientist and Science series, v. 4. Houston, TX, Goose Pond Press. ROBINSON, E.A. and TREITEL, S. (1964). Principals of digital filtering. Geophysics, 29, 395–404. ROBINSON, E.A. and TREITEL, S. (1967). Principals of digital Wiener filtering. Geophysical Prospecting, 3,311–332. ROBINSON, E.A. and TREITEL, S. (1980). Geophysical signal analysis. New York, NY, Prentice- Hall. ROBINSON, E.A. and TREITEL, S. (2000). Geophysical signal analysis. Tulsa, OK, Society of Exploration Geophysicists. ROBINSON, E.A. and TREITEL, S. (2008). Digital imaging and deconvolution: the ABCs of seismic exploration and processing. Geophysical Reference Series, v. 15. Tulsa, OK, Society of Explora- tion Geophysicists. ROBINSON, H.H. (1916). The summation of chemical analyses for igneous rocks. American Journal of Science. ser. 4, 41, 257–275. ROBINSON, J.C. (1969). HRVA – A velocity analysis technique applied to seismic data. Geophysics, 34, 330–356. ROBINSON, J.C. (1970). Statistically optimal stacking of seismic data. Geophysics, 35, 435–446. ROBINSON, J.E. and MERRIAM, D.F. (1971). Z-trend maps for quick recognition of geologic patterns. Journal of the International Association for Mathematical Geology, 3, 171–182. ROBINSON, P. (1963). Preparation of Beta diagrams in structural geology by digital computer. American Journal of Science, 261, 913–928. ROCK, N.M.S. (1986a). Chemistry of the Dalradian (Vendian-Cambrian) metalimestones, British Isles. Chemical Geology, 56, 289–311. 842 Bibliography

ROCK, N.M.S. (1986b). NPSTAT: A FORTRAN-77 program to perform nonparametric variable-by- variable comparisons on two or more independent groups of data. Computers & Geosciences, 12, 757–777. ROCK, N.M.S. (1987). ANGLE: A FORTRAN-77 package to perform one-sample uniformity tests, two- and multisample tests on two-dimensional orientation data. Computers & Geosciences, 13, 185–208. ROCK, N.M.S. (1988a). Numerical geology. Lecture notes in earth sciences v. 18. Berlin, Springer- Verlag. ROCK, N.M.S. (1988b). Summary statistics in geochemistry: A study of the performance of robust estimates. Mathematical Geology, 20, 243–275. ROCK, N.M.S. (1991). Towards a comprehensive database of geoscience software: A Macintosh directory of published programs. Computers & Geosciences, 17, 849–854. RODIONOV, S.N. (2006). The problem of red noise in climate regime shift detection. Geophysical Research Letters, 31, L12707. RODRIGUEZ-ITURBE, I. and NORDIN, C.F. (1968). Time series analyses of water and sediment discharges. Hydrological Sciences Journal, 13,69–84. ROERO, C.S. (2005). Gottfried Wilhelm Leibniz first three papers on the calculus (1684, 1686, 1693). In: GRATTAN-GUINNES, I. (ed.). Landmark writings in Western mathematics (1640–1940). Amsterdam, Elsevier, 46–58. ROGERS, M.J. (1976). An evaluation of an Index of Affinity for comparing assemblages, in particular of Foraminifera. Palaeontology, 19, 503–515. ROHLF, F.J. (1962). A numerical taxonomic study of the genus Aedes (Diptera: Culicidae) with emphasis on the congruence of larval and adult classifications Doctoral dissertation, Lawrence, KS, The University of Kansas. ROHLF, F.J. and SNEATH, P.H.A. (1962). Memorandum on computer programming for numerical taxonomy. Taxometrics, 2,5. ROLLINSON, H.R. (1993). Using geochemical data: evaluation, presentation, interpretation. Harlow, Longman. ROLLINSON, H.R. and ROBERTS, C.R. (1986). Ratio correlation and major element mobility in altered basalts and komatiites. Contributions to Mineralogy and Petrology, 93,89–97. ROMAN, I. (1963). The kernel function in the surface potential for a horizontally stratified earth. Geophysics, 28, 232–249. ROMANO, M. and OWEN, A.W. (1993). Early Caradoc trilobites of eastern Ireland and their palaeogeographical significance. Palaeontology, 36, 681–720. ROMESBURG, H.C. (1985). Exploring, confirming and randomization tests. Computers & Geosciences, 11,19–37. ROMESBURG, H.C. and MARSHALL, K. (1985). CHITEST: A Monte-Carlo computer program for contingency table tests. Computers & Geosciences, 11,69–78. ROMESBURG, H.C., MARSHALL, K. and MAUK, T.P. (1981). FITEST: A computer program for “exact chi-square” goodness-of-fit significance tests. Computers & Geosciences, 7,47–58. ROOZEBOOM, H.W.B. (1894). Graphische Darstellung der heterogenen Systeme aus ein bis vier Stoffen, mit Einschluss der chemischen Umsetzung [Graphical representation of heterogeneous systems from one to four substances, including chemical conversion]. Zeitschrift fur physikalische Chemie, 15, 145–158. ROPES, L.H., MORGAN, C.O. and MCNELLIS, J.M. (1969). FORTRAN IV program for synthesis and plotting of water-quality data. Kansas Geological Survey Special Distribution Publication 39, Lawrence, KS, Kansas State Geological Survey, The University of Kansas. 843 Bibliography

ROSAIRE, E.E. and LESTER, O.C. (1927). Seismological discovery and partial detail of Vermilion Bay salt dome, Louisiana. Bulletin of the American Association of Petroleum Geologists, 16, 1221–1229. ROSEN, J.B. (1960). The Gradient Projection method for nonlinear programming. Part I. Linear constraints. Journal of the Society for Industrial and Applied Mathematics, 8, 181–217. ROSEN, J.B. (1961). The Gradient Projection method for nonlinear programming. Part II. Nonlinear constraints. Journal of the Society for Industrial and Applied Mathematics, 9, 514–532. ROSENBLATT, F. (1958). The perceptron: A probabilistic model for information storage and organization in the brain. Psychological Review, 65, 386–407. ROSENBROCK, H.H. (1960). An automatic method for fnding the greatest or least value of a function. The Computer Journal, 3, 175–184. ROSIN, P. and RAMMLER, E. (1927). Feinheit und Struktur des Kohlenstaube [Fineness and structure of coal dust]. Zeitschrift des vereines deutscher Ingenieure, 71,1–7. ROSIN, P. and RAMMLER, E. (1933). The laws governing the fineness of powdered coal. Journal of the Institute of Fuel, 7,29–36. ROSIN, P. and RAMMLER, E. (1934). Die Kornzusammensetzung des Mahlgutes im Lichte der Wahrscheinlichkeitslehre [The grain composition of ground material in the light of the theory of probability]. Kolloid Zeitschrift, 67,16–26. ROSIWAL, A. (1898). Ueber geometrische Gesteinanalysen. Ein einfacher Weg zur ziffremassigen Foxtstellung des Quantitätsverhäitnissos der Mineralbestandtheile gemengter Geneine [On geometric rock analysis. A quantitative surface measure of the constituents of a stony aggregate]. Verhandlungen der Kaiserlich Koniglichen€ geologischen Reichsanstalt, Wien, 5, 143–175. ROSS, B. and KOPLIK, C.M. (1978). A statistical approach to modeling transport of pollutants in ground water. Journal of the International Association for Mathematical Geology, 10, 657–672. ROSS, D.T. (1960). Computer-aided design: A statement of objectives. Technical Memorandum 8436-TM-4 Cambridge, MS, Electronic Systems Laboratory, Massachusetts Institute of Technol- ogy [online: http://images.designworldonline.com.s3.amazonaws.com/CADhistory/8436-TM-4. pdf]. ROSTIROLLA, S.P., MATTANA, A.C. and BARTOSZECK, M.K. (2003). Bayesian assessment of favorability for oil and gas prospects over the Reconcavo basin, Brazil. Bulletin of the American Association of Petroleum Geologists, 87, 647–666. ROTHMAN, D.H. (1985). Nonlinear inversion, statistical mechanics, and residual statics estimation. Geophysics, 50, 2784–2796. ROUGIER, J., SPARKS, S. and HILL, L. (eds.) (2013). Risk and uncertainty assessment for natural hazards. Cambridge, Cambridge University Press. ROUSSEEUW, P.J. (1984). Least median of squares regression. Journal of the American Statistical Association, 79, 871–880. ROUTH, E.J. (1877). A treatise on the stability of a given state of motion: Particularly steady motion. London , Macmillan. ROWLANDS, N.J. and SAMPEY, D. (1977). Zipf’s law – an aid to resource inventory prediction in partially-explored areas. Journal of the International Association for Mathematical Geology, 9, 383–391. ROY, A. (1958). Residual and second derivative of gravity and magnetic maps. Geophysics, 23, 860–861. ROY, A. (1959). Optical analogue of gravity and magnetic fields. Geophysical Prospecting, 7, 414–421. ROY, A. and BURMAN, S.D. (1960). Application of relaxation method to upward continuation of gravity and magnetic data. Geofisica Pura e Applicata, 45,40–52. 844 Bibliography

ROY, K.K. and NAIDU, P.S. (1970). Computation of telluric field and apparent resistivity over an anticline. Pure and Applied Geophysics, 80, 205–217. ROY, L., SEN, M.K., BLANKENSHIP, D.D., STOFFA, P.L. and RICHTER, T.G. (2005). Inversion and uncertainty estimation of gravity data using simulated annealing: An application over Lake Vostok, East Antarctica. Geophysics, 70,J1–J12. RUBEL, M. (1978). Principles of construction and use of biostratigraphic scales for correlation. Computers & Geosciences, 4, 243–246. RUBIN, D.R. (1988). Using the SIR [Sampling-Importance-Resampling] algorithm to simulate posterior distributions. In: BERNARDO, J.M., DEGROOT, M.H., LINDLEY, D.V. AND SMITH, A.F.M. (eds.). Bayesian Statistics 3, Proceedings of the third Valencia International Meeting, June 1–5, 1987. Oxford, Oxford University Press, 395–402. RUBINOFF, M. (1953). Analogue vs. digital computers – a comparison. Proceedings of the Institute of Radio Engineers, 41, 1254–1262. RUCKEBUSCH, G. (1983). A Kalman filtering approach to natural Gamma ray spectroscopy in well logging. IEEE Transactions on Automatic Control, 28, 372–380. RÜCKER, A.W. (1889). On the suppressed dimensions of physical quantities. Proceedings of the Physical Society of London, 10,37–49. RUEDEMANN, R. (1897). Evidence of current action in the Ordovician of New York. American Geologist, 19, 367–391. RUELLE, D.. (1972). Strange attractors as a mathematical explantion of turbulence. In: ROSENBLATT, M. and VAN ATTA, C. (eds.). Statistical models and turbulence: Proceedings of the Symposium at the University of California, la Jolla, 1971. Lecture Notes in Physics 12. Berlin, Springer, 292–299. RUELLE, D. and TAKENS, F. (1971). On the nature of turbulence. Communications of Mathemati- cal Physics, 20, 167–192. RUGGIERO, J.F. and CORYELL, D.A. (1969). An auxiliary processing system for array calculations. IBM Systems Journal, 8,118–135. RUNGE, C.D.T. (1895). Uber die numerische Auflosung€ von Differentialgleichungen [On the numerical solution of differential equations]. Mathematische Annalen, 46, 167–178. RUNGE, R.J. and RUNGE, K.J. (1991). Obtaining lumped (blocked) well logs by simulated annealing. Log Analyst, 32, 371–377. RUSKAI, M.B., BEYLKIN, G., COIFMAN, R., DAUBECHIES, I., MALLAT, S., MEYER, Y. and RAPHAEL, L. (eds.) (1992). Wavelets and their applications. Boston, Jones and Barlett. RUSSELL, B.H. (1988). Introduction to seismic inversion methods.. Course Notes vol. 2. Tulsa, OK, Society of Exploration Geophysicists. RUSSELL, R.D. and TAYLOR, R.E. (1937). Roundness and shape of Mississippi river sands. Journal of Geology, 45, 225–267. RUST, W.M. (1972). Comments on ‘The best plane through data.’ Journal of the International Association for Mathematical Geology, 4,73–76. RUTHERFORD, E. (1900). Radioactivity produced in substances by the action of thorium compounds. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science ser. 5, 49, 161–192. RUTHERFORD, E. (1937). The search for isotopes of hydrogen and helium of mass 3. Nature, 140, 303–305. RUTHERFORD, E. and GEIGER, H. (1908). An electrical method of counting the number of α-particles from radioactive substances. Proceedings of the Royal Society, London, ser. A, A81, 141–161. RUTHERFORD, S. and D’HONDT, S. (2000). Early onset and tropical forcing of 100,000-year Pleistocene glacial cycles. Nature, 408,72–75. 845 Bibliography

RUTTEN, K., VALETON, M. and VAN GRUNSVEN, T. (1972). Measurement of the signal to noise ratio in seismic proﬁling. Marine Geophysical Researches, 1, 445–450. RYDBERG, J.R. (1890). Recherches sur la constitution des spectres d’e´mission des e´le´ments chimiques [Research on the nature of emission spectra of the chemical elements]. Stockholm, P.A. Norstedt. RYSEN, A. (1551). Rechenbuch Auff der Lininen und Ziphern Inn allerley Handthierung, Geschafften€ unnd Kauffmanschafft [Arithmetic book on handling lines and numbers in all ways for shops and merchants]. Frankfurt am Mein, Chr. Egenolff. SAAD, Y. and VAN DER VORST, H.A. (2000). Iterative solution of linear systems in the 20th Century. Journal of Computational and Applied Mathematics, 123,1–33. SABATIER, P.C. (2009). Inverse problems: anniversary and short review of generalized inverse scattering transforms. Inverse Problems, 25,1–20. SABINE, E. (1822). The Bakerian Lecture: An account of experiments to determine the amount of the dip of the magnetic needle in London, in August 1821; with remarks on the instruments which are usually employed in such determinations. Philosophical Tranactions of the Royal Society, London, 112,1–21. SABINE, E. (1841). Contributions to terrestrial magnetism. No. II. Philosophical Transactions of the Royal Society, London, 131,11–35. SABINE, E. (1843). Observations on days of unusual magnetic disturbance, made at the British Colonial Magnetic Observatories under the Departments of the Ordnance and Admiralty. v. I. 1840–1841. London, Longman, Brown, Green and Longmans. SABINE, P.A. and HOWARTH, R.J. (1998). The role of ternary projections in colour displays for geochemical maps and in economic mineralogy and petrology. Journal of Geochemical Explora- tion, 63, 123–144. SACKIN, M.J. and MERRIAM, D.F. (1969). Autoassociation, a new geological tool. Journal of the International Association for Mathematical Geology, 1,7–16. SACKIN, M.J. and SNEATH, P.H.A. (1965). Amino acid sequences of proteins: a computer study. Biochemical Journal, 96, 70P–71P. SACKIN, M.J., SNEATH, P.H.A. and MERRIAM, D.F. (1965). ALGOL program for cross- association of non-numeric sequences using a medium-size computer. Kansas Geological Survey Special Distribution Publication 23, Lawrence, KS, Kansas Geological Survey. SACKMAN, H. (1974). Delphi assessment: Expert opinion, forecasting, and group process. Report R-1283-PR, Santa Monica, CA, The Rand Corporation [online: http://www.rand.org/content/dam/ rand/pubs/reports/2006/R1283.pdf]. SADLER, P.M. (2010). Biochronology as a travelling salesman problem. Introduction to the Conop9 seriation programs. [online]. http://www.paleosoc.org/shortcourse2010/extended-CONOP- COURSE-NOTES.pdf SADLER, P.M. (2012). Integrating carbon isotope excursions into automated stratigraphic correlation: an example from the Silurian of Baltica. Bulletin of Earth Sciences, 87, 681–694. SADLER, P.M., COOPER, R.A. and MELCHIN, M. (2009). High-resolution, early Paleozoic (Ordovician-Silurian) time scales. Geological Society of America Bulletin, 121, 887–906. SADLER, P.M., KEMPLE, W.G. and KOOSER, M.A. (2003). CONOP9 programs for solving the stratigraphic correlation and seriation problems as constrained optimization. In: HARRIES, P.J. (ed.) High-resolution approaches in stratigraphic paleontology. Topics in Geobiology v. 21. Kluwer Academic, Dordrecht. SÁENZ, J., ZUBILLAGA, J. and FERNÁNDEZ, J. (2002). Geophysical data analysis using Python. Computers & Geosciences, 28, 457–465. SAH, S.L. (2000). Seismic data aquisition and recording. New Delhi, Allied Publishers. 846 Bibliography

SAHA, A.K., BHATTACHARYYA, C. and LAKSHMIPATHY, S. (1974). Some problems of interpreting the correlations between the modal variables in granitic rocks. Journal of the International Association for Mathematical Geology, 6, 245–258. SAHOO, N.R. and PANDALAI, H.S. (1999). Integration of sparse geologic information in gold targeting using logistic regression analysis in the Hutti-Maski shist belt, Raichor, Karnataka, India – a case study. Natural Resources Research, 8, 233–250. SAIKA-VOIVOD, I., SCIORTINO, F., GRANDE, T., and POOLE, P.H. (2004). Phase diagram of silica from computer simulation. Physical Review, ser. E, 70, 061507. SAINT-VINCENT, G. de (1647). Opus geometricum quadraturae circuli et sectionum coni [A work on geometric quadratrure of the circle and conic sections]. Antwerp, Jean & Jacob Meursios. SAITO, M. and MATSUMOTO, M. (2008). SIMD-oriented Fast Mersenne Twister: a 128-bit Pseudorandom Number Generator. In: KELLER, A., HEINRICH, S. and NIEDERREITER, H. (eds.). Monte Carlo and Quasi-Monte Carlo Methods 2006. Berlin, Springer-Verlag, 607–622. SALOMON, D. and MOTTA, G. (2010). Handbook of data compression. New York, NY, Springer- Verlag. SALVATORI, H. and WALSTRUM, J.N. (1938). Seismic surveying. United States Patent Office, Patent number 2,117,365. SAMBRIDGE, M. (1999a). Geophysical inversion with a neighbourhood algorithm. I. Searching parameter space. Geophysical Journal International, 138, 479–494. SAMBRIDGE, M. (1999b). Geophysical inversion with a neighbourhood algorithm. II. Appraising the ensemble. Geophysical Journal International, 138, 727–746. SAMBRIDGE, M. and GALLAGHER, K. (1993). Earthquake hypocenter location using genetic algorithms. Bulletin of the Seismological Society of America, 83, 1467–1491. SAMBRIDGE, M.S. and KENNETT, B.L.N. (1986). A novel method of hypocentre location. Geophysical Journal of the Royal Astronomical Society, 87, 679–697. SAMBRIDGE, M. and MOSEGAARD, K. (2002). Monte Carlo methods in geophysical inverse problems. Reviews of Geophysics, 40, 3.1–3.29. SAMET, H. (1984). The quad tree and related hierarchical data structures. ACM Computing Surveys, 16, 187–260. SAMET, H. (2005). Multidimensional spatial data structures. In: MEHTA, D.P. and SAHNI, S. (eds.). Handbook of data structures and applications. Boca Raton, FL, Chapman & Hall/CRC Press, 16.1–16.29. SAMMET, J.E. (1961). A detailed description of COBOL. In: GOODMAN, R. (ed.). Annual Review in Automatic Programming v. 2. Oxford, Pergamon Press, 197–230. SAMMON, J.W. (1969). A nonlinear mapping for data-structure analysis. IEEE Transactions on Computers, C18, 401–409. SAMORODNITSKY, G. and TAQQU, M.S. (1994). Stable non-Gaussian random processes: stochastic models with infinite variance. New York, Chapman and Hall. SAMPSON, R.J. (1975). The SURFACE II graphics system. In: DAVIS, J.C. and MCCULLAGH, M.J. (eds.). Display and Analysis of Spatial Data. New York, NY, John Wiley & Sons, 244–266. SAMSON, J.C. (1983). The spectral matrix, eigenvalues, and principal components in the analysis of multichannel geophysical data. Annales Geophysicae, 1,115–119. SAMSON, J.C. and OLSEN, J.V. (1981). Data-adaptive polarization filters for multichannel geophysical data. Geophysics, 46, 1423–1431. SAMUEL, A.L. (1959). Some studies in machine learning using the game of Checkers. IBM Journal of Research and Development, 3, 210–229. SANDER, B. (1923). Zur petrographisch-tektonischen Analyse [On petrographic-tectonic analysis]. I–II. Jahrbuch der Geologischen Bundesanstalt (Wien), 73, 183–253. 847 Bibliography

SANDER, B. (1930). Gefugekunde€ der Gesteine mit besonderer Berucksichtigung€ der Tektonite [Microstructure of rocks with special emphasis on tectonite]. Vienna, Springer. SANDER, B. (1936). Beiträge zur Kenntnis der Anlagerungsgefüge, (Rhythmische Kalke und Dolomite aus der Trias). I. Nordalpine Beispiele [Contributions to the knowledge of the structure of sediment (rhythmic limestones and dolomites from the Triassic. I. Nordalpine example]. Zeitschrift fur€ Kristallographie, Mineralogie und Petrographie, ser. A. Mineralogische und petrographische Mitteilungen, 48,27–139. SANDER, B. (1948). Einfuhrung€ in die Gefugekunde€ der geologischen Korper.€ I. Allgemeine Gefugekunde€ und Arbeiten in Bereich Handstuck bis Profil [Introduction to the structure of geological bodies. I. General study of fabrics, work on a scale from profile to hand-specimen]. Vienna, Springer-Verlag. SANDER, B. (1950). Einfuhrung€ in die Gefugekunde€ der geologischen Korper.€ 2. Die Korngefuge€ [An introduction to the fabrics of geological bodies. 2. Grain-fabrics]. Vienna, Springer-Verlag. SANDER, B. (1970). An introduction to the fabrics of geological bodies. Oxford [English translation by F.C. PHILLIPS and G. WINDSOR], Pergamon Press. SANDER, B. and SCHMIDEGG, O. (1926). Zur petrographisch-tektonischen Analyse. III [On - petrographic-tectonic analysis]. Jahrbuch der Geologischen Bundesanstalt, 73, 313–406. SANDERSON, D.J. (1977). The algebraic evaluation of two-dimensional finite strain rosettes. Journal of the International Association for Mathematical Geology, 9, 483–496. SANDERSON, P.C. (1973). Interactive computing in BASIC. London, Butterworth. SANDIFER, C.E. (2007). The early mathematics of Leonhard Euler. Washington, DC, The Mathe- matical Association of America. SANDRI, M. (1996). Numerical calculation of Lyapunov exponents. The Mathematica Journal, 6 (3), 78–84. SANDSTRŌM, A.E. (1955). On the correlation between geomagnetic activity and the diurnal variation of cosmic rays. Tellus, 7, 204–214. SANDVIN, O. and TJØSTHEIM, D. (1978). Multivariate autoregressive representation of seismic P-wave signals with application to short-period discrimination. Bulletin of the Seismological Society of America, 68, 735–756. SANFORD, R.F. (1982). Three FORTRAN programs for finite-difference solutions to binary diffusion in one and two phases with composition- and time-dependent diffusion coefficients. Computers & Geosciences, 8, 235–263. SANFORD, V. (1930). A short history of mathematics. YOUNG, J.W. (ed.). Boston, MA, Houghton Mifflin. SANKAR, K.J., PANDHARIPANDE, V.M. and MOHARIR, P.S. (2004). Generalized Gray codes. In: Proceedings of the International Symposium on Intelligent Signal Processing and Communications Systems, 18–19 Nov., 2004, Institution of Electrical and Electronic Engineers, 654–659. SANTISTEBAN, A. and MUNOZ, L. (1978). Principal components of a multispectral image: application to a geological problem. IBM Journal of Research and Development, 22, 444–454. SANTOS, E.T.F. and BASSREI, A. (2007). L- and θ-curve approaches for the selection of regularization parameter in geophysical diffraction tomography. Computers & Geosciences, 33, 618–629. SANTOS, J.E. (2002). On the solution of an inverse scattering problem in seismic while-drilling technology. Computer Methods in Applied Mechanics and Engineering, 191, 2403–2425. SARMA, D.D. (1990). Stochastic modelling of gold mineralization in the Champion lode system of Kolar gold fields (India). Mathematical Geology, 22, 261–279. SARMA, D.D. and SELVARAJ, J.B. (1990). Two-dimensional orthonormal trend surfaces for prospecting. Computers & Geosciences, 16, 897–909. 848 Bibliography

SARMA, P., DURLOFSKY, L.J. and AZIZ, K. (2008). Kernel principal component analysis for efficient, differentiable parameterization of multipoint geostatistics. Mathematical Geosciences, 40,3–32. SASHIDHAR, D., KUMAR, N., MALLIKA, K. and GUPTA, H. (2010). Characteristics of seismicity patterns prior to the M ~ 5 earthquakes in the Koyna Region, Western India – application of the RTL algorithm. Episodes, 33,83–89. SAUVAGEAU, M. and KUMRAL, M. (2015). Analysis of mining engineering data using robust estimators in the presence of outliers. Natural Resources Research, 24, 305–316. SAUVEUR, J. (1743). Système général des intervalles des sons [A general system of sound intervals]. Histoires de l’Acade´mie royale des Sciences, Paris, for 1701, 299–366. SAVARY, J. and GUEX, J. (1999). Discrete biochronological scales and unitary associations: Description of the BioGraph computer program. Me´moires de geólogie 34, Lausanne, Section des sciences de la terre, Institut de géologie et paléontologie, Université de Lausanne. SAVAZZI, E. (1990). C programs for displaying shaded three-dimensional objects on a PC. Computers & Geosciences, 16, 195–209. SAVITT, C.H., BRUSTAD, J.T. and SIDER, J. (1958). The moveout filter. Geophysics, 23,1–25. SAXENA, N.K. (1974). Adjustment technique without explicit formation of normal equations (Conjugate Gradient Method). Journal of Geophysical Research, 79, 1147–1152. SCALES, J.A. (1987). Tomographic inversion via the conjugate gradient method. Geophysics, 52, 179–185. SCALES, J.A. (1995). Theory of seismic imaging. Berlin, Springer-Verlag. SCALES, J.A. and SNIEDER, R. (1997). To Bayes or not to Bayes? Geophysics, 62, 1045–1046. SCALES, J.A. and TENORIO, L. (2001). Prior information and uncertainty in inverse problems. Geophysics, 66, 389–397. SCARGLE, J.D. (1982). Studies in astronomical time series analysis. II. Statistical aspects of spectral analysis of unevenly spaced data. The Astrophysical Journal, 263, 835–853. SCARGLE, J.D. (1989). Studies in astronomical time series analysis. III. Fourier transforms, autocorrelation functions, and cross-correlation functions of unevenly spaced data. The Astro- physical Journal, 343, 874–887. SCHEFFÉ, H. (1943). Statistical inference in the non-parametric case. Annals of Mathematical Statistics, 305–332. SCHEFFÉ, H. (1956). Alternative models for the analysis of variance. The Annals of Mathematical Statistics, 27, 251–271. SCHEFFÉ, H. (1959). The analysis of variance. New York, NY, John Wiley & Sons. SCHEIDEGGER, A.E. (1965). The algebra of stream-order numbers. In: Geological Survey research 1965: Chapter B [United States] Geological Survey Professional Paper 525-B. Washington, DC, United States Government Printing Office, B187–B189. SCHEIDEGGER, A.E. (1967). The topology of river nets. Water Resources Research, 3, 103–106. SCHEIDEGGER, A.E. and CHAUDHARI, N.M. (1964). Some statistical properties of certain geophysical transport equations. Pure and Applied Geophysics, 59,45–57. SCHERBATSKOY, S.A. and NEUFELD, J. (1937). Fundamental relations in seismometry. Geo- physics, 2, 188–212. SCHERTZER, D., and LOVEJOY, S. (1987). Physical modeling and analysis of rain and clouds by anisotropic scaling multiplicative processes. Journal of Geophysical Research: Atmospheres, 92 (D8), 9693–9714. SCHERTZER, D. and LOVEJOY, S. (eds.) (1991). Non-linear variability in geophysics. Dordrecht, Kluwer. 849 Bibliography

SCHERZER, O. (1949). The theoretical resolution of the electron microscope. Journal of Applied Physics, 20,20–29. SCHEUCH, G. and HEYDER, J. (1990). Dynamic shape factor of nonspherical aerosol particles in the diffusion regime. Aerosol Science and Technology, 12, 270–277. SCHLÄFI, L. and GRAF, J.H. (ed.) (1901). Theorie der vielfachen Kontinuität. Denkschriften der Schweizerischen naturforschenden Gesellschaft, 38,1–237. SCHLUMBERGER, C., SCHLUMBERGER, M and DOLL, H. G. (1934). The electromagnetic teleclinometer and dipmeter. In: DUNSTAN, A.E. and SELL, G., (eds.). Proceedings of the World Petroleum Congress, Imperial College of Science and Technology, London, July 19–25, 1933. v. I. Geology and production sections, London, World Petroleum Congress, 424–430. SCHMALZ, R.F. (1967). Kinetics and diagenesis of carbonate sediments. Journal of Sedimentary Petrology, 37,60–67. SCHMATZ, D.R., ENGI, M. and LIEBERMAN, J.E. (1995). ParaDIS: A relational database for the consistent documentation and analysis of metamorphic mineral assemblages. Computers & Geosciences, 21, 1031–1041. SCHMID, H. (1970). Electronic analog/digital conversions. New York, NY, Van Nostrand Reinhold. SCHMID, K. (1934). Biometrische Untersuchungen an Foriniferen aus dem Phacen von Ceram [Biometric studies of foraminifera from the Stages of Ceram]. Eclogae Geologicae Helvetiae, 27, 46–128. SCHMIDLIN, P. (1973). Three-dimensional scintigraphy with an Anger camera and a digital computer. In: Medical radioisotope scintigraphy 1972. Proceedings of a symposium held by the International Atomic Energy Agency, Monte Carlo, 23–28 October 1972, Vienna, International Atomic Energy Agency, 409–417. SCHMIDT, A. (1935). Tafeln der normierten Kugelfunktionen, sowie Formeln zur Entwicklung [Tables of normalized spherical functions, and formulas for expansion]. Gotha, Engelhard-Reyer. SCHMIDT, A.C., RIISAGER, P., ABRAHAMSEN, N., RIISAGER, J., PEDERSEN, A.K. and VAN DER VOO, R. (2005). Palaeomagnetism of Eocene Talerua Member lavas on Hareøen, West Greenland. Bulletin of the Geological Society of Denmark, 52,27–38. SCHMIDT, E. (1907). Zur Theorie der linearen und nichtlinearen Integralgleichungen. I. Entwicklung willkürlicher Funktionen nach Systemen vorgeschriebener [On the theory of linear and nonlinear integral equations. I. Development of arbitrary functions by prescribed schemes]. Mathematische Annalen, 63, 433–476. SCHMIDT, W. (1917). Statische Methoden beim Gefügestudium kristalliner Schiefer [Statistical methods in petrological studies of crystalline slate]. Sitzungsberichte der Koniglichen€ bayerischen Akademie der Wissenschaften zu Munchen, 126, 515–537. SCHMIDT, W. (1925). Gefugestatistik [Microstructural (petrofabric) statistics]. Tschermak’s Mineralogische und Petrographische Mitteilungen, 38, 392–423. SCHOELLER, H. (1955). Géochemie des eaux souterraines [Geochemistry of groundwaters]. Revue de l’institut Francais du Petrole, 10, 230–244. SCHOELLHAMER, D.H. (2001). Singular spectrum analysis for time series with missing data. Geophysical Research Letters, 28, 3187–3190. SCHOENBERG, I.J. (1946). Contributions to the problem of approximation of equidistant data by analytic functions. Quarterly of Applied Mathematics, 4,45–99, 112–141. SCHOENBERG, I.J. (1950). The ﬁnite Fourier series and elementary geometry. American Mathe- matical Monthly, 57, 390–404. SCHOENBERG, I.J. (1967). On spline functions. In: SHISHA, O. (ed.). Inequalities. New York, NY, Academic Press, 255–291. SCHOENBERG, I.J. (1971). On equidistant cubic spline interpolation. Bulletin of the American Mathematical Society, 77, 1039–1044. 850 Bibliography

SCHOFIELD, D., DASYS, A. and VASAK, P. (2010). A Century of mining visualisation: Moving from 2D to 5D. In: BRUNE, J. (ed.) Extracting the science: A Century of mining research. Littleton, CO, Society for Mining, Metallurgy and Exploration, 529–536. SCHÖLKOPF, B. and SMOLA, A.J. (2002). Learning with kernels. Cambridge, MA, The MIT Press. SCHÖLKOPF, B., SMOLA, A.J. and MULLER, K.R. (1998). Nonlinear component analysis as a kernel eigenvalue problem. Neural Computation, 10, 1299–1319. SCHOONOVER, L.G. and HOLT, O.R. (1973). Computer methods of diplog correlation. Society of Petroleum Engineers Journal, 13,31–38. SCHOTTKY, W. (1918). Über spontane Stromschwankungen in verschiedenen Elektrizitätsleitern [On spontaneous current fluctuations in various electric conductors]. Annalen der Physik, Leipzig, 57, 541–567. SCHOTTKY, W. (1926). Small shot effect and flicker effect [translated by J.B. JOHNSON]. Physical Review, 28,74–103. SCHOUTEN, H. and MCCAMY, K. (1972). Filtering marine magnetic anomalies. Journal of Geophysical Research, 77, 7089–7099. SCHUENEMEYER, J.H. (1984). Directional data analysis. In: GAILE, G.L. and WILLMOTT, C.J. (eds). Spatial statistics and models. Boston, MS, D. Reidel, 253–270. SCHUENEMEYER, J.H. and DREW, L.J. (1983). A procedure to estimate the parent populastion of the size of oil and gas fields as revealed by a study of economic truncation. Journal of the International Association for Mathematical Geology, 15, 145–162. SCHULTZ, P.S. (1985). Seismic data processing: Current industry practice and new directions. Geophysics, 50, 2452–2457. SCHULTZ, P.S. and CLAERBOUT, J.F. (1978). Velocity estimation and downward-continuation by wavefront synthesis. Geophysics, 43, 691–714. SCHULZ, M. and MUDELSEE, M. (2002). REDFIT: estimating red-noise spectra directly from unevenly spaced paleoclimatic time series. Computers & Geosciences, 28, 421–426. SCHULZ, M. and STATTEGGER, K. (1997). SPECTRUM: Spectral analysis of unevenly spaced paleoclimatic time series. Computers & Geosciences, 23, 929–945. SCHUSTER, A. (1889). The diurnal variation of terrestrial magnetism. Philosophical Transactions of the Royal Society, London, ser. A, 180, 467–518. SCHUSTER, A. (1894). On interference phenomena. The London, Edinburgh and Dublin Philo- sophical Magazine and Journal of Science, ser. 5, 37, 509–545. SCHUSTER, A. (1897). On lunar and solar periodicities of earthquakes. Proceedings of the Royal Society, London, 61, 455–465. SCHUSTER, A. (1898). On the investigation of hidden periodicities with applications to a supposed 26 day period of meteorological phenomena. Terrestrial Magnetism, 3,13–41. SCHUSTER, A. (1900). The periodogram of magnetic declination. Transactions of the Cambridge Philosophical Society, 18, 107–135. SCHUSTER, A. (1906). The periodogram and its optical analogy. Proceedings of the Royal Society, London, ser. A, 77, 136–140. SCHUSTER, H.G. and JUST, W. (2005). Deterministic chaos. An introduction. Weinheim, Wiley- VCH. SCHWARCZ, H.P. and SHANE, K.C. (1969). Measurement of particle shape by Fourier analysis. Sedimentology, 13, 213–231. SCHWARZ, H. and EXNER, H.E. (1980). The implementation of the concept of fractal dimension on a semi-automatic image analyser. Powder Technology, 27, 207–213. SCHWARZ, H.A. (1888). Ueber ein die Flächen kleinsten Flächeninhalts betreffendes Problem der Variationsrechnung [On the smallest surface area problem affecting the calculus of variations]. 851 Bibliography

Festschrift zum jubelgeburtstage des Herren Karl Weierstrass. Acta Societatis Scientiarum Fennicae, 15, 319–362. SCHWARZACHER, W. (1954). Ueber die Grossrhytmik des Dachstein Kalkes von Lofer [On the large-scale cyclicity of the Dachstein Limestone of Lofer]. Tschermaks Mineralogische und Petrographische Mitteilungen, 4,44–54. SCHWARZACHER, W. (1964). An application of statistical time-series analysis of a limestone-shale sequence. Journal of Geology, 72, 195–213. SCHWARZACHER, W. (1969). The use of Markov chains in the study of sedimentary cycles. Journal of the International Association for Mathematical Geology, 1,17–39. SCHWARZACHER, W. (1972). The semi-Markov process as a general sedimentation model. In: MERRIAM, D.F. (ed.). Mathematical models of sedimentary processes. An international symposium. Proceedings of a conference on the state of the art held on campus at The University of Kansas, Lawrence, on 16–18 June 1969. Computer applications in the earth sciences, v. 2. - New York, Plenum Press, 247–268. SCHWARZACHER, W. (1975). Sedimentation models and quantitative stratigraphy. Developments in sedimentology 19. Amsterdam, Elsevier. SCHWARZACHER, W. (1976). Stratigraphic implications of random sedimentation. In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer-Verlag, 96–111. SCHWARZACHER, W. (1985). Principles of quantitative lithostratigraphy: The treatment of single sections. In: GRADSTEIN, F.M., AGTERBERG, F.P., BROWER, J.C. and SCHWARZACHER, W.S. (eds.). Quantitative stratigraphy. Dordrecht, D. Reidel, 361–386. SCHWARZACHER, W. (1993). Cyclostratigraphy and the Milankovitch theory. Developments in Sedimentology 52. Amsterdam, Elsevier Science. SCHWERDTFEGER, H. (1950). Introduction to linear algebra and the theory of matrices. Groningen, P. Noordhoff. SCORESBY, W. (1819). On the anomaly in the variation of the magnetic needle as observed on shipboard. Philosophical Transactions of the Royal Society, London, 109,96–106. SCOTT, A. and WILD, C. (1991). Transformations and R-squared. The American Statistician, 45, 127–129. SCOTT, D.W. (1979). On optimal and data-based histograms. Biometrika, 66, 605–610. SEAL, K.C. (1955). On a class of decision procedures for ranking means of normal populations. Annals of Mathematical Statistics, 26, 387–398. SEAVER, D.A. (1978). Assessing probability with multiple individuals: Group interaction versus mathematical aggregation. Social Science Research Institute, SSRI Research Report 78-3. Los Angeles, CA, University of Southern California. SEBAH, P. and GOURDON, X. (2002). Introduction to the Gamma function [online: http://www. csie.ntu.edu.tw/~b89089/link/gammaFunction.pdf]. SEBASTIÁN, A. (1989). NORMOD: a program for modal norm calculation and evaluation of other component transformations. Computers & Geosciences, 15, 1241–1248. SEGUI, W.T. (1973). Computer programs for the solution of systems of linear algebraic equations. Numerical Methods in Engineering, 7, 479–490. SELFRIDGE, O.G. (1955). Pattern recognition and modern computers. In: AFIPS ’55: Proceedings of the American Federation of Information Processing Societies Western Joint Computer Confer- ence, March 1–3, 1955, Association for Computing Machinery, New York, NY, 91–93. SELVIN, S. (1976). A graphical estimate of the population mean from censored Normal data. Applied Statistics, 25,8–11. SEN, M.K. and STOFFA, P.L. (1995). Global optimization methods in geophysical inversion. Amsterdam, Elsevier Science. ŞEN, Z. (1977). Autorun analysis of hydrologic time series. Journal of Hydrology, 36,75–85. 852 Bibliography

ŞEN, Z. (1984). Autorun analysis of sedimentary porous materials. Journal of the International Association for Mathematical Geology, 16, 449–463. SENGER, K., BÜNZ, S. and MIENERT, J. (2010). First-order estimation of in-place gas resources at the Nyegga gas hydrate prospect, Norwegian Sea. Energies, 3, 2001–2026. SEPKOSKI, D. (2012). Rereading the fossil record: The growth of paleobiology as an evolutionary discipline. Chicago, IL, University of Chicago Press. SEPÚLVEDA, S.A., LE ROUX, J.P. and PALMA, G. (2013). Application of the composite maps method for landslide susceptibility assessment and its potential use for other natural risk analyses. Investigaciones Geographicas Universidad de Chile, 46,47–56. SERRA, S. (1973). A computer program for calculation and plotting of stress distribution and faulting. Journal of the International Association for Mathematical Geology, 5, 397–408. SERRANO, S.E. (1997). Hydrology for engineers, geologists, and environmental professionals. An integrated treatment of surface, subsurface and contaminant hydrology. Lexington, KY, HydroScience Inc. SEYEDGHASEMIPOUR, S.J. and BHATTACHARYYA, B.B. (1990). The loghyperbolic: An alternative to the lognormal for modelling oil field size distribution. Mathematical Geology, 22, 557–571. SHACKLETON, N.J., HALL, M.A. and PATE, D. (1995). Pliocene isotope stratigraphy of Site 846. Proceedings of the Ocean Drilling Program. Scientific Results, 138, 337–355. SHAFER, G. (1976). A mathematical theory of evidence. Princeton, NJ, Princeton University Press. SHAH, B.K. and DAVE, P.H. (1963). A note on log-logistic distribution. Journal of the Maharaja Sayajirao University of Baroda, 12 (2–3), 15–20. SHANKS, J.L. (1966). Seismic signal processing by equalization of frequency components of a seismic signal. United States Patent Office, Patent number 3,275,978. SHANNON, C.E. (1937). A symbolic analysis of relay and switching circuits. Master of Science dissertation, Cambridge, MS, Massachusetts Institute of Technology [online: http://www.cs. virginia.edu/~robins/ Shannon_MS_Thesis.pdf]. SHANNON, C.E. (1938). A symbolic analysis of relay and switching circuits. Transactions of the American Institute of Electrical Engineers, 57, 713–723. SHANNON, C.E. (1948). A mathematical theory of communication. The Bell System Technical Journal, 27, 379–423, 623–656. SHANNON, C.E. (1949). Communication in the presence of noise. Proceedings of the Institution of Radio Engineers, 37,10–21. SHANNON, C.E. (1993). A symbolic analysis of relay and switching circuits. In: SLOANE, N.J.A. and WYNER, A.D. (eds.). Claude Elwood Shannon: Collected papers. New York, NY, IEEE Press, 471–495 [online: https://www.cs.virginia.edu/~evans/greatworks/shannon38.pdf]. SHANNON, C.E. and WEAVER, W. (1949). The mathematical theory of communication. Urbana, IL, University of Illinois Press. SHAPIRO, F.R. (1987). Entomology of the computer bug: History and folklore. American Speech, 62, 376–378. SHARMA, B.K., KUMAR, A. and MURTHY, V.M. (2010). Evaluation of seismic events detection algorithms. Journal of the Geological Society of India, 75, 533–538. SHARMA, P.V. (1997). Environmental and engineering geophysics. Cambridge, Cambridge Univer- sity Press. SHARP, W.E. and BAYS, C. (1992). A review of portable random number generators. Computers & Geosciences, 18,79–87. SHAW, A.B. (1964). Time in stratigraphy. New York, NY, McGraw-Hill. 853 Bibliography

SHAW, A.B. (1995). Early history of graphic correlation. In: MANN, K.O. and LANE, H.R. (eds.). Graphic correlation. SEPM Special Publication 53. Tulsa, OK, Society for Sedimentary Geology, 15–19. SHAW, H.R. (1987). The periodic structure of the natural record, and nonlinear dynamics. Eos, 68, 1651–1665. SHAW, H.R., HAMILTON, M.S. and PECK, D.L. (1977). Numerical analysis of lava lake cooling models; Part I, description of the method. American Journal of Science, 277, 384–414. SHAW, J.B. (1918). Lectures on the philosophy of mathematics. Chicago, IL, Open Court Publishing. SHAW, N. (1911). Forecasting weather. London, Constable. SHAW, R. and SRIVASTAVA, S. (2007). Particle swarm optimization. A new tool to invert geophysical data. Geophysics, 72, F75–F83. SHAW, R.F. (1950). Arithmetic operations in a binary computer. The Review of Scientiﬁc Instruments, 21, 687–693. SHAW, W.N. (1890). On a pneumatic analogue of the Wheatstone Bridge. Proceedings of the Royal Society, London, 47, 462–469. SHELBERG, M.C., MOELLERING, H. and LAM, N. (1982). Measuring the fractal dimensions of empirical cartogram curves. Auto-Carto, 5, 481–490. SHEN, K., CROSSLEY, J.N. and LUN, A. W.-C. (1999). The nine chapters on the mathematical art: Companion and commentary. Oxford, Oxford University Press. SHEN, S-M. (1983). The statistical analysis of compositional data. Doctoral dissertation, Pokfulam, Hong Kong, The University of Hong Kong [online: http://hub.hku.hk/bib/B31230374]. SHEN, W., DAVIS, T., LIN, D.K.J. and NACHTSHEIM, C.J. (2014). Dimensional analysis and its applications in statistics. Journal of Quality Technology, 46, 185–198. SHEPARD, F.P. (1926). Further investigations of the Rocky Mountain Trench. The Journal of Geology, 34, 623–641. SHEPARD, F.P. and COHEE, G.V. (1936). Continental shelf sediments off the Mid-Atlantic States. Bulletin of the Geological Society of America, 47, 441–457. SHEPPARD, W. F. (1912). Reduction of errors by means of negligible differences. In: HOBSON, E.W. and LOVE, A.E.H. (ed.). Proceedings of the Fifth International Congress of Mathematicians (Cambridge, 22–28 August 1912), v. 2. Cambridge, Cambridge University Press, 348–384. SHEPPARD, W.F. (1899). On the application of the theory of error to cases of normal distribution and normal correlation. Philosphical Transactions of the Royal Society, London, ser. A, 192, 101–167, 531. SHERIDAN, M.F. (1980). Pyroclastic block ﬂow from the September, 1976, eruption of La Soufrière volcano, Guadeloupe. Bulletin Volcanologique, 43, 397–402. SHERIFF, R.E.(1984). Encyclopedic dictionary of exploration geophysics. 2nd edn., Tulsa, Society of Exploration Geophysicists. SHERIFF, R.E. (1974). Navigation requirements for geophysical exploration. Geophysical Explora- tion, 22, 526–533. SHERIFF, R.E. and GELDART, L.P. (1982). Exploration seismology, v. 1: History, theory and data acquisition. Cambridge, Cambridge University Press. SHERIFF, R.E. and GELDART, L.P. (1983). Exploration seismology, vol. 2: Data processing and interpretation. Cambridge, Cambridge University Press. SHEWCHUCK, J.R. (1994). An introduction to the conjugate gradient method without the agonizing pain [online: http://www.cs.cmu.edu/~quake-papers/painless-conjugate-gradient.pdf]. SHEWHART, W.A. (1931). Economic control of quality of manufactured product. New York, NY, Van Nostrand. SHEYNIN, O. (1994). Chebyshev’s lectures on the theory of probability. Archive for History of Exact Sciences, 46, 321–340. 854 Bibliography

SHILO, N.A. (1970). New experimental data on settling of gold particles in water. Doklady Akademii Nauk SSSR (Earth Science Section), 195, 184–187. SHIMAMOTO, T. and IKEDA, Y. (1976). A simple algebraic method for strain estimation from deformed ellipsoidal objects. I. Basic theory. Tectonophysics, 36, 315–337. SHIMANO, Y. (1992). Characteristics of the stream network composition of drainage basins in the Japanese Islands. Environmental Geology, 20,5–14. SHIMSHONI, M. and SMITH, S.W. (1964). Seismic signal enhancement with three-component detectors. Geophysics, 29, 664–671. SHINOZUKA, M. and JAN, M.C. (1972). Digital simulation of random processes and its applications. Journal of Sound and Vibration, 25, 111–128. SHIOMI, K., SATO, H. and OHTAKE, M. (1997). Broad-band power-law spectra of well-log data in Japan. Geophysical Journal International, 130,57–64. SHOSKY, J. (1997). Russell’s use of truth tables. Russell, new ser., 17,11–26. SHREVE, R.L. (1966). Statistical law of stream numbers. The Journal of Geology, 74,17–37. SHREVE, R.L. (1967). Infinite topologically random channel networks. Journal of Geology, 75, 178–186. SHUMWAY, R.H., BONNER, J.L. and REITER, D.T. (2004). Nonparametric deconvolution of seismic depth phases. In: BRILLINGER, D.R., ROBINSON, E.A. and SCHOENBERG, F.P. (eds.). Time series analysis and its applications to geophysical systems. IMA volumes in mathematics and its applications 139. New York, NY, Springer, 1–10. SHURYGIN, A.M. (1976). The probability of finding deposits and some optimal search grids. Journal of the International Association for Mathematical Geology, 8, 323–330. SICHEL, H.S. (1947). An experimental and theoretical investigation of bias error in mine sampling with special reference to narrow gold reefs. Transactions of the Institution of mining and Metallurgy, London, 56, 403–474. SIDHU, R.S. (1971). SH waves from torsional sources in semi-infinite heterogeneous media. Pure and Applied Geophysics, 87,55–65. SIEGEL, S. (1956). Nonparametric statistics for the behavioural sciences. New York, NY, McGraw- Hill Book Co. SIEGERT, A.J.F. (1942). A mechanical integrator for the computation of gravity anomalies. Geo- physics, 7, 354–366. SIGLER, L.E. (2002). Fibonacci’s Liber Abaci : A translation into modern english of Leonardo Pisano’s Book of Calculation. New York, NY, Springer. SILVERMAN, D. (1939). The frequency response of electromagnetically damped dynamic and reluctance type seismometers. Geophysics, 4,53–68. SIMMONS, G. (1959). The photo-extinction method for the measurement of silt-sized particles. Journal of Sedimentary Petrology, 29, 233–245. SIMMONS, G. (1964). Gravity survey and geological interpretation, Northern New York. Bulletin of the Geological Society of America, 75,81–98. SIMON, H.A. (1973). The structure of ill-structured problems. Artificial Intelligence, 4, 181–201. SIMONS, D.B. and SENTÜRK, F. (1992). Sediment Transport Technology. Water and sediment dynamics. Littleton, CO, Water Resources Publications. SIMONS, R.S. (1968). A surface wave particle motion discrimination process. Bulletin of the Seismological Society of America, 58, 629–637. SIMPSON, E.H. (1951). The interpretation of interaction in contingency tables, Journal of the Royal Statistical Society ser. B, 13, 238–241. SIMPSON, G.G. (1936). Data on the relationships of local and continental mammalian land faunas. Journal of Paleontology, 10, 410–414. 855 Bibliography

SIMPSON, G.G. (1943). Mammals and the nature of continents. American Journal of Science, 241, 1–31. SIMPSON, G.G. (1947). Holarctic mammalian faunas and the continental relationships during the Cenozoic. Bulletin of the Geological Society of America, 58, 613–688. SIMPSON, S.M. (1954). Least squares polynomial fitting to gravitational data and density plotting by digital computer. Geophysics, 19, 255–269. SIMPSON, S.M., Jr. (1955). Similarity of output traces as a seismic operator criterion. Geophysics, 20, 254–269. SIMPSON, T. (1743). Mathematical dissertations on a variety of physical and analytical subjects. London, T. Woodward. SIMPSON, T. (1755). A letter to the Right Honorable George Earl of Macclesfield, President of the Royal Society, on the advantage of taking the mean of a number of observations, in practical astronomy. Philosophical Transactions of the Royal Society, London, 49,82–93. SINCLAIR, A.J. (1974). Selection of threshold values in geochemical data using probability graphs. Journal of Geochemical Exploration, 3, 129–149. SINCLAIR, A.J. (1976). Applications of probability graphs in mineral exploration. The Association of Exploration Geochemists Special volume 4. Richmond, BC, The Association of Exploration Geochemists. SINCLAIR, A.J. and BLACKWELL, G.H. (2004). Applied mineral inventory estimation. Cambridge, Cambridge University Press. SINDING-LARSEN, R. and VOKES, F.M. (1978). The use of deposit modeling in the assessment of potential resources as exemplified by Caledonian stratabound sulfide deposits. Journal of the International Association for Mathematical Geology, 10, 565–580. SINGER, D.A. (1975). Relative efficiencies of square and triangular grids in the search for elliptically shaped resource targets. United States Geological Survey Journal of Research, 3, 163–167. SINGER, D.A. (1993). Basic concepts in three-part quantitative assessments of undiscovered mineral resources. Nonrenewable Resources, 2,69–81. SINGER, D.A. and DREW, L.J. (1976). The area of influence of an exploratory hole. Economic Geology, 71, 642–647. SINGER, D.A. and KOUDA, R. (1997). Classification of mineral deposits into types using mineralogy with a probabilistic neural network. Nonrenewable Resources, 6,27–32. SINGH, V.P. and FIORENTINO, M. (eds.) (1996). Geographical Information Systems in hydrology. Dordrecht, Springer-Science+Business Media BV. SISKO, J. (2006). SEG Virtual Geoscience Centre (Biographies): Byron L. Gariepy [online: http:// virtualmuseum.seg.org/bio_byron_l__gariepy.html]. SKALA, W. (1977). A mathematical model to investigate distortions of correlation coefficients in closed arrays. Journal of the International Association for Mathematical Geology, 9, 519–528. SKALA, W. (1979). Some effects of the constant-sum problem in geochemistry. Chemical Geology, 27,1–9. SKELTON, P., SMITH, A. and MONKS, N. (2002). Cladistics: a practical primer on CD-Rom. Cambridge, Cambridge University Press. SKETCHLEY, D.A. and SINCLAIR, A.J. (1987). Gains and losses of elements resulting from wallrock alteration. A quantitative basis for evaluating lithogeochemical samples. In: Geological fieldwork 1986, Paper 1987-1. Vancouver, BC, British Columbia Ministry of Energy, Mines and Petroleum Resources, 413–417. SLATER, G.J., HARMON, L.J. and ALFARO, M.E. (2012). Integrating fossils with molecular phylogenies improves inference of trait evolution. Evolution, 66, 3931–3944 [online: http://dx. doi.org/10.1111/ j.1558-5646.2012.01723.x]. 856 Bibliography

SLEPIAN, D. (1978). Prolate spheroidal wave functions, Fourier analysis, and uncertainty.V: The discrete case. Bell System Technical Journal , 57, 1371–1430. SLEPIAN, D. and POLLAK, H.O. (1961). Prolate spheroidal wave functions, Fourier analysis, and uncertainty. I. Bell System Technical Journal, 40,43–64. SLOAN, S.D., STEEPLES, D.W. and MALIN, P.E. (2008). Acquision and processing pitfall associated with clipping near-surface seismic reflection traces. Geophysics, 73 (1), W1–W5. SLOANE, T.O. (1892). The standard electrical dictionary. New York, NY, G.D. Hurst. SLOSS, L.L. and LAIRD, W. (1946). Devonian stratigraphy of central and northwestern Montana. United States Geological Survey Oil and Gas Investigation Series, Preliminary Chart no. 25, - Washington, DC, United States Government Printing Office. SLOTNICK, M.M. (1959). Lessons in seismic computing. Tulsa, OK, Society of Exploration Geophysicists. SMALL, J. (1945). Quantitative evolution: VIII. Numerical analysis of tables to illustrate the geological history of species number in diatoms; an introductory summary. Proceedings of the Royal Irish Academy. Sect. B., 51,53–80. SMALLEY, R., Jr. (2009). Student guide: Making waves by visualising the Fourier transform. Seismological Research Letters, 80, 651–657. SMART, J.S. (1969). Topological properties of channel networks. Geological Society of America Bulletin, 80, 1757–1774. SMART, J.S. (1979). Joint distribution functions for link lengths and drainage area. In: MERRIAM, D.F. (ed.). Random processes in geology. Berlin, Springer-Verlag, 112–123. SMILLIE, K. (2011). Donald McIntyre: Geologist, historian and array language advocate, 1923–2009. IEEE Annals of the History of Computing, 33,73–77. SMIRNOV, N. (1939a). Ob uklonenijah empiriceskoi krivoi raspredelenija [On the deviation of an empirical distribution curve]. Mathematiceskil Sbornik (Receuil Mathematique), new ser., 6 (48), 13–26. SMIRNOV, N. (1939b). On the estimation of the discrepancy between empirical curves of distributions for two independent samples. Bulletin mathematique de l’Universite de Moscou, 2 (2), 3–14. SMIRNOV, N. (1948). Table for estimating the goodness of fit of empirical distributions. Annals of Mathematical Statistics, 19, 279–281. SMIRNOV, V.I., PROKOF’YEV, A.P. and BORZUNOV V.M. (1960). Podscˇet zapasov mestoroždenij poleznyh iskopaemyh [Calculation of reserves of commercial mineral deposits]. Moscow, GosGeolTechizdat. SMITH, A. and ELLISON, R.A. (1999). Applied Geological Maps for Planning and Development. A review of examples from England and Wales 1983–1996. The Quarterly Journal of Engineering Geology, 32 (Supplement), S1–S44. SMITH, A.B. (1994). Systematics and the fossil record: Documenting evolutionary patterns. Oxford, Blackwell. SMITH, A.F.M. and GELFAND, A.E. (1992). Bayesian statistics without tears: a sampling- resampling perspective. American Statistician, 46,84–88. SMITH, D.E. (1923–5). History of mathematics (2 vols.). Boston, MS, Glinn & Co [reprinted: Dover Publications, New York, NY, 1958]. SMITH, D.E. (1929). A source book in mathematics. New York, NY, McGraw-Hill. SMITH, D.G. (1989a). Stratigraphic correlation of presumed Milankovitch cycles in the Blue Lias (Hettangian to earliest Sinemurian), England. Terra Nova, 1, 457–460. SMITH, D.G. (ed.) (1989b). Special issue on Milankovitch cyclicity. Terra Nova, 1 (5), 402–479. 857 Bibliography

SMITH, D.G. (1994). Cyclicity or chaos? Orbital forcing versus non-linear dynamics. In: DE BOER, P.L. and SMITH, D.G. (eds.). Orbital forcing and cyclic sequences. International Association of Sedimentologists Special Publication 19. Oxford, Blackwell Scientific, 531–544. SMITH, F.G. (1968). Three computer programs for contouring map data. Canadian Journal of Earth Sciences, 5, 324–327. SMITH, J.V. (1970). Physical properties of order-disorder structures with especial reference to feldspar minerals. Lithos, 3, 145–160. SMITH, M.K. (1956). Noise analysis and multiple seismometer theory. Geophysics, 21, 337–360. SMITH, M.K. (1958). A review of methods of filtering seismic data. Geophysics, 23,44–57. SMITH, P.F. and GALE, A.S. (1904). The elements of analytic geometry. New York, Ginn. SMITH, P.J. and BUCKEE, J.W. (1985). Paper SPE 13776. Calculating in-place and recoverable hydrocarbons: A comparison of alternative methods. In:. Proceedings 1985 SPE Hydrocarbon Economics and Evaluation Symposium. March 14–15, 1985, Dallas, Texas. Richardson, TX, Society of Petroleum Engineers of AIME [online: http://dx.doi.org/10.2118/13776-MS]. SMITH, R. (1759). Harmonics or the philosophy of musical sounds. 2nd edn., Cambridge, T. and J. Merrill. SMITH, S.W. (1997). The scientist and engineer’s guide to digital signal processing. Privately published [online: http://www.DSPguide.com]. SMITH, S.W. (ed.) (1914). Roberts-Austen. A record of his work. London, Charles Griffin. SMITH, T.F. and WATERMAN, M.S. (1980). New stratigraphic correlation techniques. Journal of Geology, 88, 451–457. SMITH, W.H.F. and SANDWELL, D.T. (1994). Bathymetric prediction from dense satellite altimetry and sparse shipboard bathymetry. Journal of Geophysical Research, 99 (B11), 21803–21824. SMITHIES, F. (1938). The eigen-values and singular values of integral equations. Proceedings of the London Mathematical Society, 43, 255–279. SMULIKOWSKI, W., DESMONS, J., FETTES, D.F., HARTE, B., SASSI, F.P. and SCHMID, R. (2007). Types, grade and facies of metamorphism. In: FETTES, D. and DESMONS, J. (eds.). Metamorphic rocks: a classification and glossary of terms: recommendations of the International Union of Geological Sciences Subcommission on the Systematics of Metamorphic Rocks. Cambridge, Cambridge University Press, 16–23. SMYLIE, D.E., CLARKE, G.K.C. and MANSHINA, L. (1970). Deconvolution of the pole path. In: MANSINHA, L., SMYLIE, D.E. and BECK, A.E. (eds.). Earthquake displacement fields and the rotation of the Earth. Dordrecht, D. Reidel, 99–112. SMYTH, H.L. (1893). A contact between the Lower Huronian and the underlying granite in the Republic Trough, near Republic, Michigan. Journal of Geology, 1, 268–274. SNEATH, P.H.A. (1968). Vigour and pattern in taxonomy. Journal of General Microbiology, 54, 1–11. SNEATH, P.H.A. (1979). BASIC program for identification of an unknown with presence-absence data against an identification matrix of percent positive characters. Computers & Geosciences, 5, 195–213. SNEATH, P.H.A. and SOKAL, R.R. (1962). Numerical taxonomy. Nature, 193, 855–860. SNEDECOR, G.W. (1934). Calculation and interpretation of analysis of variance and covariance. Iowa State College of agriculture and mechanic arts. Division of Industrial Sciences, Monograph 1. Ames, IA, Collegiate Press. SNEDECOR, G.W. (1938). Statistical methods: Applied to experiments in agriculture and biology. 2nd edn., Ames, IA, Collegiate Press. SNEED, E.D. and FOLK, R.L. (1958). Pebbles in the lower Colorado River, Texas, as study of particle morphogenesis. Journal of Geology, 66,114–150. 858 Bibliography

SNELDERS, H.A.M. (1993). Hendrik Willem Bakhuis Roozeboom (1854–1907). In: De geschiedenis van de scheikunde in Nederland. 1. Van alchemie tot chemie en chemische industrie rond 1900. Delft University Press, Delft, 147–158. SNELL, O. (1892). Die Abhängigkeit des Hirngewichts von dem Korpergewicht€ und den geistigen Fähigkeiten [The dependence of brain weight on body weight and mental faculties]. Archiv fur Psychiatrie und Nervenkrankheiten, 23, 436–446. SNEYD, A.D. (1984). A computer program for calculating exact confidence intervals for age in fission-track dating. Computers & Geosciences, 10, 339–345. SNIEDER, R. (1991). An extension of the Backus-Gilbert theory to nonlinear inverse problems. Inverse Problems, 7, 409–433. SNOW, J.W. (1975). Association of proportions. Journal of the International Association for Mathematical Geology, 7,63–74. SNYDER, J.P. (1987). Map projections – A working manual. United States Geological Survey Professional Paper 1395, Washington, DC, United States Government Printing Office. SNYDER, J.P. and STEWARD, H. (1988). Bibliography of map projections. United States Geologi- cal Survey Bulletin 1856, Washington, DC, United States Government Printing Office. SOAL, S.G. (1965). Some statistical aspects of ESP [extrasensory perception]. In: WOLSTENHOLME, G.E.W. and MILLAR, E.C.P. (eds.). Extrasensory perception. A CIBA Foundation symposium. New York, NY, The Citadel Press, 80–101. SOARES, P.C. and RIFFEL, S.B. (2006). Hypsometric curves as a tool for paleosurface mapping. Mathematical Geology, 38, 679–695. SOAVE, G. (1972). Equilibrium constants from a modified Redlich-Kwong equation of state. Chemical Engineering Science, 27, 1197–1203. SOBEL, D. (1995). Longitude: the true story of a lone genius who solved the greatest scientific problem of his time. New York, NY, Walker. SOBOLEV, G.A. and TYUPKIN, Y.S. (1997). Low-seismicity precursors of large earthquakes in Kamchatka. Volcanic Seismology, 18, 433–466. SOETAERT, K., CASH, J. and MAZZIA, F. (2012). Solving differential equations in R. Berlin, Springer-Verlag. SOILLE, P. (2002). On morphological operators based on rank filters. Pattern Recognition, 35, 527–535. SOKAL, R.R. (1961). Distance as a measure of taxonomic similarity. Systematic Zoology, 10,70–79. SOKAL, R.R. and MICHENER, C.D. (1958). A statistical method for evaluating systematic relationships. University of Kansas Science Bulletin, 38, 1409–1438. SOKAL, R.R. and ROHLF, F.J. (1962). The comparison of dendrograms by objective methods. Taxon, 11,33–40. SOKAL, R.R. and SNEATH, P.H.A. (1963). Principles of numerical taxonomy. San Francisco, CA, Freeman. SOLLER, D.R. and BERG, T.M. (1997). The National Geologic Map Database – A progress report. Geotimes, 42 (12), 29–31. SOLLER, W. (1924). A new precision X-ray spectrometer. Physical Review, 24, 158–167. SOLOW, A.R. (1985). Bootstrapping correlated data. Journal of the International Association for Mathematical Geology, 17, 769–775. SOLOW, A.R. (1991). An exploratory analysis of the occurrence of explosive volcanism in the Northern Hemisphere, 1851–1985. Journal of the American Statistical Association, 86,49–54. SOLOW, A.R. (2001). An empirical Bayes analysis of volcanic eruptions. Mathematical Geology, 33,95–102. SOMERFIELD, P.J. (2008). Identification of the Bray-Curtis similarity index: Comment on Yoshioka (2008). Marine Ecology Progress, 372, 303–306. 859 Bibliography

SOMMERFELD, A. (1917). Die Drudesche Dispersionstheorie vom Standpunkte des Bohrschen Modelles und die Konstitution von H2,O2 und N2 [Drude’s dispersion theory from the standpoint of the Bohr model and the constitution of H2,O2 and N2]. Annalen der Physik, 358, 497–550. SONG, X., TANG, L., LV, X., FANG, H. and GU, H. (2012). Application of particle swarm optimization to interpret Rayleigh wave dispersion curves. Journal of Applied Geophysics, 84, 1–13. SORBY, H.C. (1856). On slaty cleavage, as exhibited in the Devonian limestones of Devonshire. London, Edinburgh and Dublin Philosophical Magazine, ser. 4, 11,20–37. SORENSEN, H.V., BURRUS, C.S. and HEIDEMAN, M.T. (1995). Fast Fourier Transform database. Boston, MA, PWS Publishing. SORNETTE, D. and SAMMIS, G.C. (1995). Complex critical exponents from renormalisation group theory of earthquakes: Implications for earthquake predictions. Journal de Physique. ser. 1, 5, 607–619. SOTO, J.I. (1997). A general deformation matrix for three-dimensions. Mathematical Geology, 29, 93–130. SOUKUP, B. (1970). Evaluating qualitative phenomena by association technique. Journal of the International Association for Mathematical Geology, 2, 313–318. SOUTHARD, D.A. (1992). Compression of digitized map images. Computers & Geosciences, 18, 1213–1253. SOUTHWELL, R.V. (1940). Relaxation methods in engineering science: a treatise on approximate computation. Oxford, Clarendon Press. SOUTHWELL, R.V. (1946). Relaxation methods in theoretical physics. Oxford, Clarendon Press. SPANIAS, A.S., JONSSON, S.B. and STEARNS, S.D. (1991). Transform methods for seismic data compression. IEEE Tranactions on Geoscience and Remote Sensing, 29, 407–416. SPARKS, R.S.J. and ASPINALL, W.P. (2004). Volcanic activity: Frontiers and Challenges in Forecasting, Prediction and Risk Assessment. In: SPARKS, R.S.J. and HAWKESWORTH, C.J. (eds.). The State of the Planet: Frontiers and Challenges in Geophysics. Geophysical Monograph 150. Washington, DC, American Geophysical Union, 359–373. SPATH, H. (1996). Least-squares ﬁtting of ellipses and hyperbolas. Computing, 57, 179–185. SPEAR, F.S., RUMBLE, D. and FERRY, J.M. (1982). Linear algebraic manipulation of n-dimensional composition space. Reviews in Mineralogy and Geochemistry, 10,53–104. SPEARMAN, C.E. (1904a). The proof and measurement of association between two things. Ameri- can Journal of Psychology, 15,72–101. SPEARMAN, C.E. (1904b). ‘General intelligence’ objectively determined and measured. American Journal of Psychology, 15, 201–293. SPECHT, D.F. (1967). Generation of polynomial discriminant functions for pattern recognition. IEEE Transactions on Electronic Computers, EC16, 308–319. SPEECE, M.A., et al. (1985). Analysis of temperatures in sedimentary basins: the Michigan Basin. Geophysics, 50, 1318–1334. SPEIDELL, J. (1619). New logarithmes. London, John Speidell. SPENCER, A.C. (1906). The Juneau gold belt, Alaska. United States Geological Survey Bulletin 287, Washington, DC, United States Government Printing Ofﬁce. SPENCER, J. (1904). On the graduation of rates of sickness and mortality. Journal of the Institute of Actuaries, 38, 334–343. SPERA, F.J. and BOHRSON, W.A. (2001). Energy-constrained open-system magmatic processes. I. General model and energy-constrained assimilation and fractional crystallization (EC-AFC) formulation. Journal of Petrology, 42, 999–1018. SPERO, H.J. and WILLIAMS, D.F. (1989). Opening the Carbon isotope ‘vital effect’ black box. 1. Seasonal temperatures in the euphotic zone. Paleoceanography, 4, 593–602. 860 Bibliography

SPICHAK, V.V. and SIZOV, Y. P. (2006). Three-dimensional Bayesian inversion of audiomagnetotelluric data in the salinity zone of a coastal groundwater reservoir. Izvestiya Physics of the Solid Earth, 42, 330–333. SPIEGEL, M.R. (1972). Theory and problems of complex variables: with an introduction to conformal mapping and its application. New York, NY, McGraw-Hill. SPIEGELMAN, C.H., WATTERS, R.L. and HUNGWU, L. (1991). A statistical method for calibrating flame emission spectrometry which takes account of errors in the calibration standards. Chemometrics and Intelligent Laboratory Systems, 11, 121–130. SPITZ, K. and MORENO, J. (1996). A practical guide to groundwater transport and solute transport modelling. New York, NY, John Wiley & Sons. SPITZ, W. (1913). Versuch eines Schemas zur Darstellung von Kluft- und Harnisch-beobachtungen [Experimental scheme for the representation of cleft and slickenside observations]. Jahresberichte und Mitteilungen des Oberrheinischen Geologischen Vereins, neue Fassung, 3,48–57. SPROTT, J.C. (2009). Simplifications of the Lorenz Attractor. Nonlinear Dynamics, Psychology, and Life Sciences, 13, 271–278. SPRUILL, T.B., SHOWERS, W.J. and HOWE, S.S. (2002). Application of classification-tree methods to identify nitrate sources in ground water. Journal of Environmental Quality, 31, 1538–1549. SPRUNT, B.F. (1975). Hidden-line removal from three-dimensional maps and diagrams. In: DAVIS, J.C. and MCCULLAGH, M.J. (eds.). Display and analysis of spatial data. London, Wiley- Interscience, 198–209. SPRUNT, E.S., MAUTE, R.E. and RACKERS, C.L. (1990). An interpretation of the SCA [Society of Core Analysts] electrical resistivity study. The Log Analyst, 31,76–88. SREERAM, V. and AGATHOKLIS, P. (1994). On the properties of Gram matrix. IEEE Transactions on Circuits and Systems – I. Fundamental theory and applications, 41, 234–237. SRINIVASAN, S. and RANGANATHAN, S. (2004). India’s legendary ‘wootz’ steel. An advanced material of the ancient world. Jamshedpur, Tata Steel. SRIVASTAVA, G.S. (1975). Geoptronics: A term proposed for optical processing of geological data. Journal of the International Association for Mathematical Geology, 7, 183–184. SRIVASTAVA, R.M. (1994). An overview of stochastic methods for reservoir characterisation. In: YARUS, J.M. and CHAMBERS, R.L. (eds.). Stochastic modelling and geostatistics. Tulsa, OK, American Association of Petroleum Geologists, 3–16. STAMHUIS, I.H. and SENETA, E. (2009). Pearson’s statistics in the Netherlands and the astronomer Kapteyn. International Statistical Review, 77,96–117. STANLEY, C.R. (2003a). Estimating sampling errors for major and trace elements in geological materials using a propagation of variance approach. Geochemistry: Exploration, Environment, Analysis, 3, 169–178. STANLEY, C.R. (2003b). THPLOT.M: A MATLAB function to implement generalized Thompson– Howarth error analysis using replicate data. Computers & Geosciences, 29, 225–237. STANLEY, C.R. (2006a). Numerical transformation of geochemical data: 1. Maximizing geochemical contrast to facilitate information extraction and improve data presentation. Geochemistry: Exploration, Environment, Analysis, 6,69–78. STANLEY, C.R. (2006b). Numerical transformation of geochemical data: 2. Stabilizing measurement error to facilitate data interpretation. Geochemistry: Exploration, Environment, Analysis, 6, 79–96. STANLEY, C.R. (2006c). On the special application of Thompson-Howarth error analysis to geochemical variables exhibiting a nugget effect. Geochemistry, Exploration, Environment, Analysis, 6, 357–368. 861 Bibliography

STANLEY, C.R. and LAWIE, D. (2007). Thomson-Howarth error analysis: unbiased alternatives to the large-sample method for assessing non-normally distributed measurement error in geochemical samples. Geochemistry, Exploration, Environment, Analysis, 7,1–10. STANLEY, C.R. and RUSSELL, J.K. (1989). PEARCE.PLOT: Interactive graphics-supported software for testing petrologic hypotheses with Pearce element-ratio diagrams. American Mineralo- gist, 74, 273–276. STARK, C.P. and HOVIUS, N. (2001). The characterisation of landslide size distributions. Geophys- ical Research Letters, 28, 1091–1094. STARKEY, J. and SIMIGIAN, S. (1987). IMAGE: A FORTRAN V program for image analysis of particles. Computers & Geosciences, 13,37–59. STAUFFER, D. (1976). Exact distribution of cluster size and parameter for two-dimensional percolation. Zeitschrift fur€ Physik, B25, 391–399. STAUFFER, D. (1985). Introduction to percolation theory. London, Taylor and Francis. STAUFFER, F., KINZELBACH, W., KOVAR, K. and HOEHN, E. (eds.) (2000). Calibration and reliability in groundwater modelling: Coping with uncertainty. Proceedings of the ModelCARE’99 Conference, Zurich, Switzerland, 20–23 Sept. 1999. IAHS Publication 265. Wallingford, International Association of Hydrological Sciences. STAUFFER, M.R. (ed.) (1983). Fabric of ductile strain. Benchmark Papers in Geology 75. Stroudberg, PA, Hutchinson Ross. STAUFT, D.L. (1968). Computer applications in an oil-exploration company. Bulletin of Canadian Petroleum Geology, 16,64–86. STEBER, G.R. (1967). Simulation of band-pass and band-reject filters. Simulation, 8, 187–189. STEDALL, J. (2008). Mathematics emerging. A sourcebook 1540–1900. New York, NY, Oxford University Press. STEERS, J.A. (1927). An introduction to the study of map projections. London, University of London Press. STEERS, J.A. (1970). An introduction to the study of map projections. 15th ed. London, University of London Press. ŞTEFăNESCU, S.S., SCHLUMBERGER, C. and Schlumberger, M. (1930). Sur la distribution électrique potentielle autour d'une prise de terre ponctuelle dans un terrain à couches horizontales, homogènes et isotropes [The electrical potential around an earth electrode in a field of isotropic horizontal layers]. Le Journal de Physique et le Radium, ser. 7, 1, 132–140. STEIL, M. (2008). Bill Gates’ personal Easter eggs in 8 Bit BASIC [online: http://www.pagetable. com/?p¼43]. STEINMETZ, C.P. (1894). On the law of hysteresis (Part III) and the theory of ferric inductances. Transactions of the American Institute of Electrical Engineers, 11, 570–608. STEPHANSSON, O. and BERNER, H. (1971). The finite element method in tectonic processes. Physics of the Earth and Planetary Interiors, 4, 301–321. STEPHENS, M.A. (1972). Multisample tests for von Mises distributions. Journal of the American Statistical Association, 76, 456–461. STEPHENS, M.A. (1993). Introduction to Kolmogorov (1933) On the empirical determination of a distribution. In: KOTZ, s. and JOHNSON, N.L. (eds.). Breakthroughs in statistics. Volume II. Methodology and distribution. New York, NY, Springer-Verlag, 93–105. STEPHENSON, W. (1931). Tetrad differences for non-verbal subsets. Journal of Educational Psychology, 22, 167–185. STEPHENSON, W. and WILLIAMS, W.T. (1971). A study of the benthos of soft bottoms, Sek Harbour, New Guinea, using numerical analysis. Australian Journal of Marine and Freshwater Research, 22,11–34. 862 Bibliography

STERNER, B. (2013). Well-structured biology. Numerical taxonomy’s epistemic vision for systematics. In: HAMILTON, A. (ed.). The Evolution of Phylogenetic Systematics. Berkeley, CA, University of California Press, 213–244. STEVENS, D.L. and OLSEN, A.R. (2004). Spatially balanced sampling of natural resourses. Journal of the American Statistical Association, 99, 262–278. STEVENS, N.P., BRAY, E.E. and DAVIS, E.D. (1956). Hydrocarbons in sediments of Gulf of Mexico. Bulletin of the American Association of Petroleum Geologists, 40, 975–983. STEVENS, W.L. (1937). The truncated normal distribution. Annals of Applied Biology, 24, 815–852. STEVENS, W.L. (1938). Estimation of blood group gene frequencies. Annals of Eugenics, 8, 362–375. STEWART, B. (1889). Meteorology: Terrestrial Magnetism. In: Encyclopaedia Britannica, v. XVI. 9th edn., Edinburgh, A. & C. Black, 159–184. STEWART, G.W. (1923). Acoustic wave filters. Attenuation and phase factors. Physical Review, 23, 520–524. STEWART, G.W. (1993). On the early history of the singular value decomposition. SIAM Review, 35, 551–566. STEWART, R.R. (1991). Exploration seismic tomography. Fundamentals. Course Notes, ser. 3. Tulsa, OK, Society of Exploration Geophysicists. STIFF, H.A. (1951). The interpretation of chemical water analysis by means of patterns. Journal of Petroleum Technology, 3 (10), sec. 1, 15–16; secs. 2, 3. STIGLER, S.M. (1986). The history of statistics. The measurement of uncertainty before 1900. Cambridge, MS, Belknap Press of Harvard University Press. STINEMANN, R.W. (1980a). A consistently well-behaved method of interpolation. Creative Com- puting, 6 (7), 54–57. STINEMANN, R.W. (1980b). A consistently well-behaved method of interpolation: corrigendum. Creative Computing, 6 (11), 12. STOCCO, S., GODIO, A. and SAMBUELLI, L. (2009). Modelling and compact inversion of magnetic data: A Matlab code. Computers & Geosciences, 35,2111–2118. STOER, J. (1971). On the numerical solution of constrained least squares problems. SIAM Journal of Numerical Analysis, 8, 382–411. STOFFA, P.L. and SEN, M.K. (1991). Nonlinear multiparameter optimization using genetic algorithms: Inversion of plane-wave seismograms. Geophysics, 11, 1794–1810. STOFFA, P.L., BUHL, P. and BRYAN, G.M. (1974). The application of homomorphic deconvolution to shallow-water marine seismology. Part I: Models; Part II: Real data. Geophysics, 39, 401–426. STOICA, P. (1993). List of references on spectral line analysis. Signal Processing, 31, 329–340. STOKES, G.G. (1851). On the effect of the internal friction of fluids on the motion of pendulums. Transactions of the Cambridge Philosophical Society, 9 (2), 8–106. STOLL, D. (1993). New storage and presentation methods for rapid access to large sets of triggered records. Computers & Geosciences, 19, 253–257. STOLORZ, P. and DEAN, C. (1996). Quakefinder: A scalable data mining system for detecting earthquakes from space. In: SIMOUDIS, E. and FAYYAD, U. (eds.). Proceedings of the Second International Conference on Knowledge Discovery and Data Mining, Portland, Oregon. Menlo Park, CA, AAAI Press, 208–213. STONE, E. (1743). A new mathematical dictionary: wherein is contain’d, not only the explanation of the bare terms, but likewise an history of the rise, progress, state, properties, &c., of things, both in pure mathematics, and natural philosophy. 2nd. ed. London, W. Innys, T. Woodward, T. Longman and M. Senex. STORDAHL, K. (2007). The history behind the probability theory and the queueing theory. Telektronikk, 103 (2), 123–140. 863 Bibliography

STORN, R. and PRICE, K. (1995). Differential Evolution – A simple and efficient adaptive scheme for global optimization over continuous spaces. Technical Report TR-95-012, Berkeley, CA., International Computer Science Institute [online: http://www1.icsi.berkeley.edu/ftp/pub/ techreports/1995/tr-95-012.pdf]. STRAHLER, A.N. (1952). Hypsometric (area altitude) analysis of erosional topology. Geological Society of America Bulletin, 63, 1117–1142. STRAHLER, A.N. (1958). Dimensional analysis applied to fluvially eroded landforms. Geological Society of America Bulletin, 69, 279–300. STRAHLER, A.N. (1992). Quantitative/dynamic geomorphology at Columbia 1945–60: A retro- spective. Progress in Physical Geography, 16,65–84. STRASSER, A., HILGEN, F.J. and HECKEL, P.H. (2006). Cyclostratigraphy – concepts, definitions and applications. Newsletters on Stratigraphy, 42,75–114. STRATTON, E.F. and HAMILTON, R.G. (1950). Application of dipmeter surveys. In: LEROY, L.W. (ed.). Subsurface geologic methods (a symposium). Golden, CO, Colorado School of Mines, 625–643. STRAUSS, D. and SADLER, P.M. (1989). Classical confidence intervals and Bayesian probability estimates for ends of local taxon ranges. Mathematical Geology, 21,411–427. STRECKEISEN, A.L. (1974). Classification and nomenclature of plutonic rocks. Recommendations of the IUGS Subcommission on the Systematics of Igneous Rocks. Geologische Rundschau, 63, 773–785. STRECKEISEN, A.L. (1976). To each plutonic rock its proper name. Earth-Science Reviews, 12, 1–33. STRECKEISEN, A.L. (1978). IUGS Subcommission on the Systematics of Igneous Rocks. Classifi- cation and nomenclature of volcanic rocks, lamprophyres, carbonatites and melilite rocks. Recommendations and suggestions. Neues Jahrbuch fur€ Mineralogie, Abhandlung, 141 ,1–14. STRINGHAM, I. (1893). Uniplanar algebra. Berkley, CA, The Berkley Press. STROBEL, J., CANNON, R., KENDALL, C.G.St.C., BISWAS, G. and BEZDEK, J. (1989). Interactive (SEDPAK) simulation of clastic and carbonate sediments in shelf to basin settings. Computers & Geosciences, 15, 1279–1290. STRODE, T. (1678). A short treatise of the combinations, elections, permutations and composition of quantities. London, W. Godbid. STROUSTRUP, B. (1985). The C++ Programming Language. Reading, MA, Addison-Wesley. STRUBLE, G. (1969). Assembler language programming. Reading, MS, Addison-Wesley. STRUIK, D.J. (ed.) (1986). A source book in mathematics, 1200–1800. Princeton, NJ, Princeton University Press. STRUTT, R.J. (1908). On the accumulation of helium in geological time. Proceedings of the Royal Society, London, ser. A, 81, 272–277. ‘STUDENT’ [W.S. Gosset] (1908). The probable error of the mean. Biometrika, 6,1–25. ‘STUDENT’ [W.S. Gosset] (1909). The distribution of the means of samples which are not drawn at random. Biometrika, 7, 210–214. STURGUL, J.R. and AIKEN, C. (1970). The best plane through data. Journal of the International Association for Mathematical Geology, 2, 325–332. STURM, E. (2009). The new PL/I for PC, workstation and mainframe. Wiesbaden, Vieweg & Teubner. SUITS, D.B. (1957). Use of dummy variables in regression equations. Journal of the American Statistical Association, 52, 548–551. SULTAN, A. (1993). Linear programming. An introduction with applications. Boston, MS, Aca- demic Press. 864 Bibliography

SUMMERS, E.G. and MACDONALD, R.A. (1988). Experiments with microcomputer-based artificial intelligence environments. Mathematical Geology, 20, 1037–1047. SUMMERS, G.C. and BRODING, R.A. (1952). Continuous velocity logging. Geophysics, 17, 598–614. SUNDER, S.S. and CONNOR, J.J. (1982). A new procedure for processing strong-motion earthquake signals. Bulletin of the Seismological Society of America, 72, 648–661. SUPPES, P. and JERMAN, M. (1969). Computer-assisted Instruction at Stanford. Educational Technology, 9,22–24. SURRETTE, M. J. and ALLEN, D.M. (2008). Quantifying heterogeneity in variably fractured sedimentary rock using a hydrostructural domain. Geological Society of America Bulletin, 120, 225–237. SUTCLIFFE, P.R. and YUMOTO, K. (1989). Dayside Pi2 pulsations at low latitudes. Geophysical Research Letters, 16, 887–890. SUTHERLAND, I.E., SPROULL, R.F. and SCHUMACKER, R.A. (1974). A characterization of ten hidden-surface algorithms. Computing Surveys, 6,1–55. SUTTERLIN, P.G., AALTONEN, R.A. and COOPER, M.A. (1974). Some considerations in management of computer-processable files of geological data. Journal of the International Association for Mathematical Geology, 6, 291–310. SUTTERLIN, P.G., JEFFERY, K.G. and GILL, E.M. (1977). FILEMATCH: A format for the interchange of computer-based files of structured data. Computers & Geosciences, 3, 429–441. SUTTERLIN, P.G. and SONDERGARD, M.A. (1986). WSU-MAP: A microcomputer-based reconnaissance mapping system for Kansas subsurface data. Computers & Geosciences, 12 (4B), 563–595. SUTTERLIN, P.G. and VISHER, G.S. (1990). The use of expert systems in identification of siliciclastic depositional systems for hydrocarbon reservoir assessment. In: GAÁL, G. and MERRIAM, D.F. (eds.). Computer applications in resource estimation. Prediction and assessment for metals and petroleum. Computers & Geology, v. 7. Oxford, Pergamon Press, 347–365. SUTTON, M., RAHMAN, I. and GARWOOD, R. (2013). Techniques for virtual palaeontology. Chichester, John Wiley & Sons. SUTTON, W. and KING, G. (1882–7). Institute of Actuaries’ text-book of the principles of interest, life annuities, and assurances, and their practical application. London, Charles & Edwin Layton. SWAIN, J.J. (1990). Nonlinear regression. In: WADSWORTH, H.M. (ed.). Handbook of statistical methods for engineers and scientists. 2nd edn., New York, NY, McGraw-Hill, 18.1–18.31. SWALLOW, W.H. and TROUT, J.R. (1983). Determination of limits for a linear regression or calibration curve. Journal of Quality Technology, 15,118–125. SWAN, A.R.H. and SANDILANDS, M. (1995). Introduction to geological data analysis. Oxford, Blackwell. SWARTZ, C.A. (1954). Some geometrical properties of residual maps. Geophysics, 19,46–70. SWARTZ, C.A. and SOKOLOFF, V.M. (1954). Filtering associated with selective sampling of geophysical data. Geophysics, 19, 402–419. SWARTZTRAUBER, P.N. (1984). FFT [fast Fourier transform] algorithms for vector computers. Parallel Computing, 1,45–63. SWEDBERG [SWEDENBORG], E. (1941). A new system of reckoning which turns at 8 instead of the usual turning at the number 10. Philadelphia, PA [English translation by A. ACTON], Swedenborg Scientific Association. SWINNERTON-DYER, H.P.F. (1962). The calculation of power spectra. Computer Journal, 5, 16–23. SWITZER, P. and PARKER, H.M. (1976). The problem of ore versus waste discrimination for individual blocks: The lognormal model. In: GUARASCIO, M., DAVID, M. and HUIJBREGTS, 865 Bibliography

C. (eds.). Advanced geostatistics in the mining industry. Proceedings of the NATO Advanced Study Institute held at the Istituto di Geologia Applicata of the University of Rome, Italy, 13–25 October 1975. Dordrecht, D. Reidel, 203–218. SYLVESTER, J.J. (1850). Additions to the article in the September number of this journal “On a new class of theorems,” and on Pascal's theorem. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 3, 37, 363–370. SYLVESTER, J.J. (1851). An enumeration of the contacts of lines and surfaces of the second order. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 1, 119–140. SYLVESTER, J.J. (1852). On the principles of the calculus of forms. Part I. On the generation of forms. Cambridge and London Mathematical Journal, 7,52–97. SYLVESTER, J.J. (1854). Note on the ‘Enumeration of the contacts of lines and surfaces of the second order’. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 7, 331–334. SYLVESTER, J.J. (1866). On the motion of a rigid body acted on by no external forces. Philosophi- cal Transactions of the Royal Society, London, 156, 757–779. SYLVESTER, J.J. (1878). On an application of the new atomic theory to the graphical representation of the invariants and covariants of binary quantics, with three appendices. American Journal of Mathematics, 1,64–128. SYLVESTER, J.J. (1883a). Lectures on the principles of universal algebra. American Journal of Mathematics, 6, 270–286. SYLVESTER, J.J. (1883b). On the equation to secular inequalities in the planetary theory. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 5, 16, 267–629. SZEGÖ, G. (1939). Orthogonal polynomials. American Mathematical Society Colloquium Publications, v. 23. Providence, RI, American Mathematical Society. TABER, H. (1890). On certain properties of symmetric, skew symmetric, and orthogonal matrices. Proceedings of the London Mathematical Society, 1, 449–469. TAIT, P.G. (1867). An elementary treatise on quaternions. Oxford, Clarendon Press. TAIT, P.G. (1890). An elementary treatise on quaternions. 3rd edn., Cambridge, Cambridge Univer- sity Press. TAKANAMI, T. and KITAGAWA, G. (1988). A new efﬁcient procedure for the estimation of the onset times of seismic waves. Journal of Physics of the Earth, 36, 267–290. TAKENS, F. (1981). Detecting strange attractors in turbulence. In: RAND, D.A. and L.S. YOUNG, L.S. (eds.). Dynamical systems and turbulence. Lecture notes in mathematics. v 898. Berlin, Springer-Verlag, 366–381. TALL, D. (1985). Chords, tangents and the Leibniz notation. Mathematics Teaching, 112,48–52. TALWANI, M. and EWING, M. (1960). Rapid computation of gravitational attraction of three- dimensional bodies of arbitrary shape. Geophysics, 25, 203–225. TAMAGAWA, T. and POLLARD, D.D. (2008). Fracture permeability created by perturbed stress ﬁelds around active faults in a fractured basement reservoir. Bulletin of the American Association of Petroleum Geologists, 92, 743–64. TAN, B.K. (1973). Determination of strain ellipses from deformed ammonites. Tectonophysics, 16, 89–101. TANABE, K. (1971). Projection method for solving a singular system of equations and its applications. Numerische Mathematik, 17, 203–224. TANER, M.T. and KOEHLER, F. (1969). Velocity spectra – digital computer derivation and applications of velocity functions. Geophysics, 34, 859–881. 866 Bibliography

TANER, M.T., KOEHLER, F. and SHERIFF, R.E. (1979). Complex seismic trace analysis. Geo- physics, 44, 1041–1063. TANNER, D.C. (1999). The scale-invariant nature of migmatite from the Oberpfalz, NE Bavaria and its significance for melt transport. Tectonophysics, 302, 297–306. TANNER, W.F. (1966). The surf “break”: Key to paleogeography? Sedimentology, 7, 203–210. TARANIK, J.V. (1978). Principles of computer processing of LANDSAT data for geologic applications. Open File Report 78-117, Sioux Falls, SD, United States Geological Survey. TARANTOLA, A. (1984). Inversion of seismic reflection data in the acoustic approximation. Geophysics, 49, 1259–1266. TARANTOLA, A. (2005). Inverse problem theory and methods for model parameter estimation. Philadelphia, PA, Society for Industrial and Applied Mathematics. TARANTOLA, A. and VALETTE, B. (1982). Inverse problems ¼ Quest for information. Journal of Geophysics, 50, 159–170. TARLOWSKI, Z. (1982). Direct and inverse problems in local electromagnetic induction. Surveys in Geophysics, 4, 395–404. TATSUMOTO, M., et al. (1972). U-Th-Pb and Rb-Sr measurements on some Apollo 14 lunar samples. In: KING, E.A., (ed.). Proceedings of the 3rd Lunar Science Conference, Houston, Texas, January 10–13, 1972. Vol. 2, M.I.T. Press, Cambridge, MA, 1531–1555. TAUBMAN, D.S. and MARCELLIN, M.W. (2001). JPEG 2000: Image compression fundamentals, standards and practice. Norwell, MS, Kluwer Academic Publishers. TAUD, H. and PARROT, J.-F. (2005). Measurement of DEM [digital elevation model] roughness using the local fractal dimension. Geómorphologie, 11, 327–338. TAUXE, L., KYLSTRA, N. and CONSTABLE, C. (1991). Bootstrap statistics for paleomagnetic data. Journal of Geophysical Research. Solid Earth, 96 (B7), 11723–11740. TAYLOR, B. (1713). De motu nervi tensi [On the motion of a stretched string]. Philosophical Transactions of the Royal Society, London, 28,26–32. TAYLOR, B. (1715). Methodus incrementorum directa et inversa [A method for direct and inverse increments]. London, William Innes. TAYLOR, H.L. (1981). The L1 norm in seismic data processing. Developments in Geophysical Exploration, 2,53–76. TAYLOR, J.G. and RYDER, S.D. (2003). Use of the Delphi method in resolving complex water resources issues. Journal of the American Water Resources Association, 39, 183–189. TCHÉBYCHEF, P.-L. (1867). Des valeurs moyennes [translated from Russian by N. DE KHANIKOV]. Journal de mathe´matiques pures et appliqueés. ser. 2, 12, 177–184. TEANBY, N.A. (2007). Constrained smoothing of noisy data using splines in tension. Mathematical Geology, 39, 419–434. TEBO, K.M. (1962). PERT – A technique for management (Paper 577D; SAE Technical Paper 620184). In: National Farm Construction and Industrial Machinery Meeting, Milwaukee, Wisconsin, Sept. 10–13, 1962, Society of Automotive Engineers, Warrendale, PA, 1–8. TEIL, H. (1975). Correspondence factor analysis: An outline of its method. Journal of the Interna- tional Association for Mathematical Geology, 7,3–12. TEIL, H.. (1976). The use of correspondence analysis in the metallogenic study of ultrabasic and basic complexes. Journal of the International Association for Mathematical Geology, 8, 669–682. TEIL, H. and CHEMINEE, J.L. (1975). Application of correspondence factor analysis to the study of major and trace elements in the Erta Ale chain (Afar, Ethiopia). Journal of the International Association for Mathematical Geology, 7,13–30. TEISSIER, G. (1948). La relation d’allometrie sa signification statistique et biologique [The allome- tric relationship: its statistical and biological significance]. Biometrics, 4,14–53. 867 Bibliography

TÉL, T., FÜLÖP, Á. and VICSEK, T. (1989). Determination of fractal dimensions for geometrical multifractals. Physica, ser. A, 159, 155–166. TÉL, T., FÜLÖP, Á. and VICSEK, T. (1990). Determination of fractal dimensions for geometrical multifractals. Erratum. Physica, ser. A, 163, 932. TELFORD, W.M., SHERIFF, R.E. and GELDART, L.P. (1990). Applied geophysics. 2nd edn., Cambridge, Cambridge University Press. TEMPFLI, K. and MAKAROVIC, B. (1979). Transfer-functions of interpolation methods. Geo- Processing, 1,1–26. TEMPL, M., HRON, K. and FILZMOSER, P. (2011). robCompositions: An R-package for robust statistical analysis of compositional data. In: PAWLOWSKY-GLAHN, V. and BUCCIANTI, A. (eds.). Compositional data analysis: Theory and applications. Chichester, Wiley-Blackwell, 341–355. TEMPLE, J.T. (1982). Ordination of palaeontological data. In: HORDER, M.F. and HOWARTH, R.J. (eds.). Computer applications in geology I and II. Miscellaneous Paper no. 14. London, The Geological Society, 224–236. TEMPLE, J.T. (1992). The progress of quantitative methods in palaeontology. Palaeontology, 35, 475–484. TEN DAM, A. (1947). Micropaleontological facies-logs. The Micropalaeontologist, 1,13–15. TER BRAAK, C.J.F. and JUGGINS, S. (1993). Weighted averaging partial least squares regression (WA-PLS): an improved method for reconstructing environmental variables from species assemblages. Hydrobiologia, 269, 485–502. TERRA, F. and WASSERBERG, G.J. (1972). U-Th-Pb systematics in three Apollo 14 basalts and the problem of initial Pb in lunar rocks. Earth and Planetary Science Letters, 14, 281–304. TESSIER, G. (1948). La relation d’allometrie: sa signification statistique et biologique [The allome- tric relationship: its statistical and biological significance]. Biometrics, 4,14–53. THANASSOULAS, C., TSELENTIS, G.-A. and DIMITRIADIS, K. (1987). Gravity inversion of a fault by Marquardt’s method. Computers & Geosciences, 13, 399–404. THIBAULT, P.A. and KLINK, K. (1997). Analog-to-digital conversion of circular chart data. Computers & Geosciences, 23, 329–332. THIELE, T.N. (1889). Almindelig Iagttagelseslaere: Sandsynlighedsregning og mindste Kvadraters Methode [The general theory of observations: Probability calculus and the method of least squares]. Copenhagen, Reitzel. THIESSEN, A.H. (1911). Precipitation averages for large areas. Monthly Weather Review, 39, 1082–1084. THIÓ-HENESTROAS, S. and MARTÍN-FERNÁNDEZ, J.A. (eds.) (2015). CoDaWork 2015. Proceedings of the 6th International Workshop on Compositional Data Analysis. June 1–5, L’Escala, Girona. Girona, Departament d’Informàtica, Matemàtica Aplicada i Estadística, Universitat de Girona. THOM, R. (1968). Une théorie dynamique de la morphogénèse [A dynamic theory of morphogenesis]. In: WADDINGTON, C.H. (ed.). Towards a theoretical biology. I. Prologomena. Edinburgh, Edinburgh University Press, 152–166. THOM, R. (1972). Stabilite´ structurelle et morphogeńèse: Essai d’une theórie geńe´rale des modèles [Structural stability and morphogenesis. Outline of a general theory of models]. Paris, Édiscience. THOM, R. (1975). Structural stability and morphogenesis. Outline of a general theory of models [translated by D.H. FOWLER]. Reading, MS, W.A. Benjamin. THOMAS, P.D. (1952). Conformal projections in geodesy and cartography. [United States] Depart- ment of Commerce. Coast and Geodetic Survey, Special Publication 251, Washington, DC, United States Government Printing Office. 868 Bibliography

THOMPSON, D. W. (1915). Morphology and mathematics. Transactions of the Royal Society of Edinburgh, 50, 857–895. THOMPSON, D.W. (1917). On growth and form. Cambridge, Cambridge University Press. THOMPSON, G.T. (1992). The grand unified theory of least squares: f2(N) ¼ f (2N). Computers & Geosciences, 18, 815–822. THOMPSON, J. (1848). An introduction to the differential and integral calculus. Belfast, Simms and McIntyre. THOMPSON, J.B. (1957). The graphical analysis of mineral assemblages in pelitic schists. American Mineralogist, 42, 842–858. THOMPSON, J.B., Jr. (1982). Composition space: an algebraic and geometric approach. Reviews in Mineralogy and Geochemistry, 10,1–31. THOMPSON, M. (1988). Variation of precision with concentration in an analytical system. The Analyst, 113, 1579–1587. THOMPSON, M. and COLES, B.J. (2011). Use of the ‘characteristic function’ for modelling repeatability precision. Accreditation and Quality Assurance, 16,13–19 [online: http://dx.doi. org/10.1007/s00769-010-0719-0]. THOMPSON, M. and FEARN, T. (1996). What exactly is fitness for purpose in analytical measurement? Analyst, 121, 275–278. THOMPSON, M. and HALE, M. (1992). Objective evaluation of precision requirements for geochemical analysis using robust analysis of variance. Journal of Geochemical Exploration, 44, 23–36. THOMPSON, M.. and HOWARTH, R.J. (1973). The rapid estimation and control of precision by duplicate determinations. The Analyst, 98, 153–160. THOMPSON, M.. and HOWARTH, R.J. (1976). Duplicate analysis in practice. Part 1. Theoretical approach and estimation of analytical reproducibility. The Analyst, 101, 690–698. THOMPSON, M.. and HOWARTH, R.J. (1978). A new approach to the estimation of analytical precision. Journal of Geochemical Exploration, 9,23–30. THOMPSON, M.. and HOWARTH, R.J. (1980). The frequency distribution of analytical error. Analyst, 105, 1188–1195. THOMPSON, M.. and RAMSEY, M.H. (1995). Quality concepts and practices applied to sampling – An exploratory study. Analyst, 120, 261–270. THOMPSON, M. and WOOD, R. (1995). Harmonised guidelines for internal quality control in analytical chemistry laboratories. Pure and Applied Chemistry, 67, 649–666. THOMPSON, M., ELLISON, S.L.R. and WOOD, R. (2002). Harmonised guidelines for single laboratory validation of methods of analysis. Pure and Applied Chemistry, 74, 835–855. THOMPSON, M., ELLISON, S.L.R. and WOOD, R. (2006). The international harmonised protocol for the proficiency testing of analytical chemistry laboratories. Pure and Applied Chemistry, 78, 145–196. THOMPSON, M., WALTON, S.J. and WOOD, S.J. (1979). Statistical appraisal of interference effects in the determination of trace elements by atomic-absorption spectrophotometry in applied geochemistry. The Analyst, 104, 299–312. THOMPSON, R. and CLARK, R.M. (1989). Sequence slotting for stratigraphic correlation between cores: theory and practice. Journal of Paleolimnology, 2, 173–184. THOMPSON, R., CLARK, R.M. and BOULTON, G.S. (2012). Core correlation. In: BIRKS, H.J.B., LOTTER, A.F., JUGGINS, S. and SMOL, J.P. (eds.). Tracking environmental change using lake sediments. Volume 5. Data handling and numerical techniques. Dordrecht, Springer, 415–430. THOMPSON, R.N. (1982). British Tertiary volcanic province. Scottish Journal of Geology, 18, 49–107. 869 Bibliography

THOMPSON, S.E. and KATUL, G.G. (2012). Multiple mechanisms generate Lorentzian and 1/f^α power spectra in daily stream-flow time series. Advances in Water Resources, 37,94–103. THOMSON, D.J. (1982). Spectrum estimation and harmonic analysis. IEEE Proceedings, 70, 1055–1096. THOMSON, G.H. (1920). A new point of view in the interpretation of threshold measurements in psychophysics. Psychological Review, 27, 300–307. THOMSON, J. (1876). On an integrating machine having a new kinematic principle. Proceedings of the Royal Society, London, 24, 262–265. THOMSON, J. (1949). An introduction to the differential and integral calculus: with an appendix illustrative of the theory of curves and other subjects. 2nd edn., London, Simms and M’Intyre. THOMSON, W. [Lord Kelvin] (1847). On a mechanical representation of electric, magnetic and galvanic forces. Cambridge and Dublin Mathematical Journal, new ser., 2,61–64. THOMSON, W. [Lord Kelvin] (1856). Elements of a mathematical theory of elasticity. Philosophical Transactions of the Royal Society, London, 146, 481–498. THOMSON, W. [Lord Kelvin] (1861). On the reduction of observations of underground temperature; with application to Professor Forbes’s Edinburgh observations, and the continued Carlton Hill series. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 22,23–34, 121–185. THOMSON, W. [Lord Kelvin] (1866). On the observations and calculations required to find the tidal retardation of the earth’s rotation. The London, Edinburgh and Dublin Philosophical Magazine and Journal of Science, ser. 4, 31, 533–537. THOMSON, W. [Lord Kelvin] (1876). An application of James Thomson’s integrator to harmonic analysis of meteorological, tidal, and other phenomena, and to the integration of differential equations [announcement of talk]. Proceedings of the Royal Society of Edinburgh, 9, 138. THOMSON, W. [Lord Kelvin] (1899). On the reflexion and refraction of solitary plane waves at a plane interface between two isotropic elastic mediums – fluid, solid or ether. London and Edinburgh Philosphical Magazine, ser. 5., 47, 179–191. THOMSON, W. [Lord Kelvin] and TAIT, P.G. (1867). Treatise on natural philosophy. Oxford, Clarendon Press. THOMSON, W. [Lord Kelvin] and TAIT, P.G. (1878). Treatise on natural philosophy. 2nd edn., Cambridge, Cambridge University Press. THONG, T. and LIU, B. (1977). Floating point fast Fourier transform computation using double precision floating point accumulators. ACM Transactions on Mathematical Software, 3,54–59. THORNTON, C.P. and MCINTYRE, D.D. (1958). Modified CIPW norm calculation and its programming on a digital computer [abstract]. Bulletin of the Geological Society of America, 69, 1652. THORP, W. (1840). On the proposed line of section between the coal field of Yorkshire and that of Lancashire. Proceedings of the Geological and Polytechnic Society of the West Riding of York- shire, 1,7–18. THRALL, R.M. and TORNHEIM, L. (1957). Vector spaces and matrices. London, Chapman & Hall. THURSTONE, L.L. (1931). Multiple factor analysis. Psychological Revue, 38, 406–427. THYSSEN, S. von (1942). Geochemische und pflanzenbiologische Zusammenhange in Lichte der angewandten Geophysik [Geochemical and plant biological interrelation in the light of applied geophysics] Beitrage zur angewandten Geophysik, 10,35–84. TIAN, D., SOROOSHIAN, S. and MYERS, D.E. (1993). Correspondence analysis with Matlab. Computers & Geosciences, 19, 1007–1022. TIIRA, T. (1999). Detecting teleseismic events using artificial neural networks. Computers & Geosciences, 25, 929–938. 870 Bibliography

TIKHONOV, A.N. (1963). Solution of incorrectly formulated problems and the regularization method. Soviet mathematics – Doklady, 4, 1035–1038. TIKHONOV, A.N. and ARSENIN, V.Y. (1977). Solution of ill-posed problems. New York, John Wiley & Sons. TIKOFF, B. and FOSSEN, H. (1993). Simultaneous pure and simple shear: the unifying deformation matrix. Tectonophysics, 217, 267–283. TILL, R., HOPKINS, D.T. and MCCANN, C. (1971). A collection of computer programs in BASIC for use in geology and geophysics. Reading University Geology Report no. 5, Reading, Reading University. TIPPER, J.C. (1976). The study of geological objects in three dimensions by the computerized reconstruction of serial sections. Journal of Geology, 84, 476–484. TIPPER, J.C. (1988). Techniques for quantitative stratigraphic correlation: A review and annotated bibliography. Geological Magazine, 125, 475–571. TIPPETT, L.H.C. (1927). Random sampling numbers (1st series). Tracts for Computers, no. 15, London, Department of Applied Statistics (Computing Section), University College, University of London. TITTERINGTON, D.M., SMITH, A.F.M. and MAKOV, U.E. (1986). Statistical analysis of finite mixture distributions. Chichester, John Wiley & Sons. TIWARI, R.K. and RAO, K.N.N. (2000). Solar and tidal reverberations of deglaciation records from the tropical western Pacific: a clean spectral approach. Geofizika, 16–17,33–41. TJØSTHEIM, D. (1975). Some autoregressive models for short-period seismic noise. Bulletin of the Seismological Society of America, 65, 677–691. TOCHER, F.E. (1979). The computer contouring of fabric diagrams. Computers & Geosciences, 5, 73–126. TOCHER, K.D. (1954). The application of automatic computers to sampling experiments. Journal of the Royal Statistical Society, London, 16,39–75. TODHUNTER, I. (1861). A history of the progress of the calculus of variations during the Nineteenth Century. Cambridge, Macmillan. TODHUNTER, I. (1873). A history of the mathematical theories of attraction and the Figure of the Earth. From the time of Newton to that of Laplace. London, Macmillan. TODHUNTER, I. and PEARSON, K.P. (1886). A history of the theory of elasticity and of the strength of materials: from Galilei to the present time. Vol. 1. Galilei to Saint-Venant 1639–1850. Cambridge, Cambridge University Press. TOKSÖZ, M.N., HARKRIDER, D.G. and BEN-MENAHEM, A. (1965). Determination of source parameters by amplitude equalization of seismic surface waves. 2. Release of tectonic strain by underground nuclear explosions and mechanisms of earthquakes. Journal of Geophysical Research, 70, 907–922. TOMKEIEFF, S.G. (1947). Analytical geology. Nature, 160, 846–847. TOMKINS, M.R., BALDOCK, T.E. and NIELSEN, P. (2005). Hindered settling of sand grains. Sedimentology, 52, 1425–1432. TOMLINSON, R.F. (1968). A geographic information system for regional planning. In: STEWART, G.A. (ed.). Land evaluation: Papers of a CSIRO Symposium, organised in co-operation with UNESCO, 26–31 August 1968. Melbourne, Macmillan of Australia, 200–210. TONINI, R., SANDRI, L. and THOMPSON, M.A. (2015). PyBetVH: A Python tool for probabilistic volcanic hazard assessment and for generation of Bayesian hazard curves and maps. Computers & Geosciences, 79,38–46. TOOMS, J.S. (1959). Field performance of some analytical methods used in geochemical prospecting. Congreso Geologico Internacional. XXe Sesion, Cuidad de Me´xico, 1956. Sympo- sium de Exploracion Geoquímica (Segundo Tomo), 377–388. 871 Bibliography

TORELL, W. and AVELAR, V. (2010). Mean time between failure: Explanation and standards. APC White Paper 78. Schneider Electric, Data Center Science Center [online: http://it-resource. schneider-electric.com/i/482830-wp-78-mean-time-between-failure-explanation-and-standards]. TORRENCE, C. and COMPO, G.P. (1998). A practical guide to wavelet analysis. Bulletin of the American Meteorological Society, 79,61–78. TOURENQ, J., ROHRLICH, V. and TEIL, H. (1993). Correspondence analysis in heavy mineral interpretation. In: DAVIS, J. and HERZFELD, J.C. (eds.). Computers in geology – 25 years of progress. Oxford, Oxford University Press, 55–68. TOURNERET, C. and LAURENT, P. (1990). Paleo-stress orientations from calcite twins in the North Pyrenean foreland, determined by the Etchecopar inverse method. Tectonophysics, 180, 287–302. TOURTELOT, H.A. and MIESCH, A.T. (1975). Sampling designs in environmental geochemistry. In: FREEDMAN, J. (ed.). Trace element geochemistry in health and disease. Special Paper 155. Boulder, CO, Geological Society of America, 107–118. TRAGER, E.A. (1920). A laboratory method for the examination of well cuttings. Economic Geology, 15, 170–176. TRAMPERT, J. and LEVEQUE, J.-J. (1990). Simultaneous Iterative Reconstruction Technique: Physical interpretation based on the generalized least squares solution. Journal of Geophysical Research, ser. B, 95, 12553–12559. TRASK, P.D. (1930). Mechanical analysis of sediments by centrifuge. Economic Geology, 25, 581–599. TRASK, P.D. (1932a). Origin and environment of source sediments of petroleum. Houston, TX, Gulf Publishing. TRASK, P.D. (1932b). Studies of recent marine sediments conducted by the American Petroleum Institute. In: Report of the Committee on Sedimentation 1930–32. Bulletin of the National Research Council no. 89. Washington, DC, The National Academy of Sciences, 60–67. TRAUTH, M.H. (2015). MATLAB recipes for earth sciences. 4th edn., Heidelberg, Springer-Verlag. TREITEL, S. (1970). Principles of digital multichannel filtering. Geophysics, 35, 785–811. TREITEL, S. and ROBINSON, E.A. (1964). The stability of digital filters. IEEE Transactions on Geoscience Electronics, 2,6–18. TREITEL, S. and ROBINSON, E.A. (1966). The design of high-resolution digital filters. IEEE Transactions on Geoscience Electronics, 4,25–38. TREITEL, S. and ROBINSON, E.A. (1969). Optimum digital filters for signal to noise ratio enhancement. Geophysical Prospecting, 17, 248–239. TREJO, C.A. (1954). A note on downward continuation of gravity. Geophysics, 19,71–75. TREVISANI, S. and ROCCA, M. (2015). MAD [median absolute differences]: Robust image texture analysis for applications in high-resolution geomorphometry. Computers & Geosciences, 81, 78–92. TRIBOLET, J.M. (1979). Seismic applications of homomorphic signal processing. Englewood Cliffs, NJ, Prentice-Hall. TROUTMAN, B.M. and WILLIAMS, G.P. (1987). Fitting straight lines in the earth sciences. In: SIZE, W.B. (ed.). Use and abuse of statistical methods in the earth sciences. Oxford, Oxford University Press, 107–128. TRUESDELL, C. (1953). Two measures of vorticity. Journal of Rational Mechanical Analysis, 2, 173–217. TRYON, R.C. (1939). Cluster analysis. Ann Arbor, MI, Edwards Brothers. TSAI, V.J.D. (1993). Fast topological construction of Delaunay triangulations and Voronoi diagrams. Computers & Geosciences, 19, 1463–1474. TSICHIRITZIS, T.C. and LOCHOVSKY, F.H. (1977). Data base management systems. New York, NY, Academic Press. 872 Bibliography

TSIMELZON, A.I. (1984). Identification of normal compaction intervals based on Catastrophe Theory. Azerbaijan Oil Industry, 5,15–18. TSO, B. and MATHER, P.M. (2001). Classification methods for remotely sensed data. London, Taylor and Francis. TSU, T.C., MUGELE, R.A., MCCLINTOCK, F.A. and WEIBULL, W. (1952). A statistical distribution function of wide applicability [discussion]. Journal of Applied Mechanics, 19, 233–234. TUFTE, E.R. (1983). The visual display of quantitative information. Cheshire, CT, Graphics Press. TUFTE, E.R. (2001). Envisioning information. 2nd edn., Cheshire, CT, Graphics Press. TUKEY, J.W. (1950). The sampling theory of power spectrum estimates. In: Symposium on applications of autocorrelation analysis to physical problems. NAVEXOS P-735, Washington, DC, United States Office of Naval Research, 47–67 [reprinted in: BRILLINGER, D.R. (ed.) The collected works of John W. Tukey. Vol. 1. Time series: 1949–1964. Wadsworth, Pacific Grove, CA., 129–160]. TUKEY, J.W. (1952). The extrapolation, interpolation, and smoothing of stationary time series with engineering applications by Norbert Wiener. [Book review]. Journal of the American Statistical Association, 47, 319–321. TUKEY, J.W. (1953). The spectral representation and transformation properties of the higher moments of stationary time series [unpublished manuscript]. In: BRILLINGER, D.R. (ed.). (1984) The collected works of John W. Tukey. Vol. I. Time series: 1949–1964. Pacific Grove, CA, Wadsworth, 165–184. TUKEY, J.W. (1958a). Bias and confidence in not-quite large samples [abstract]. The Annals of Mathematical Statistics, 29, 614. TUKEY, J.W. (1958b). The teaching of concrete mathematics. American Mathematical Monthly, 65, 1–9. TUKEY, J.W. (1959a). Equalization and pulse shaping techniques applied to the determination of initial sense of Rayleigh waves. In: Panel on Seismic Improvement. The need for fundamental research in seismology. Washington, DC, United States Department of State, 60–129 [reprinted in: BRILLINGER, D.R. (ed.) (1984). The collected works of John W. Tukey. Vol. 1. Time series: 1949–1964. Pacific Grove, CA, Wadsworth, 309–358]. TUKEY, J.W. (1959b). An introduction to the measurement of spectra. In: GRENANDER, U. (ed.). Probability and statistics. The Harald Crame´r volume. New York, NY, John Wiley & Sons, 300–330. TUKEY, J.W. (1961). Discussion, emphasising the connection between analysis of variance and spectrum analysis. Technometrics, 3, 191–219. TUKEY, J.W. (1962). The future of data analysis. The Annals of Mathematical Statistics, 33,1–67. TUKEY, J.W., (1965). The future of processes of data analysis. Proceedings of the Tenth Conference on the Design of Experiments in Army Research. Development and Testing. ARO-D Report 65-3. Durham, NC, United States Army Research Office, 691–729 [Reprinted in: BRILLINGER, D.R. (ed.) (1984): The Collected Works of John W. Tukey. Vol. IV. Philosophy: 1965–1986. Monterey, CA, Wadsworth, 517–549]. TUKEY, J.W. (1969). Analyzing data: Sanctification or detective work? American Psychologist, 24, 83–91. TUKEY, J.W. (1973). Exploratory data analysis as part of a large whole. Proceedings of the Eighteenth Conference on the Design of Experiments in Army Research and Development and Testing held at Aberdeen Proving Ground, Maryland on 25–27 October 1972. Report 73-2. Part I [AD 776910], Durham, NC, United States Army Research Office, 1–10 [Reprinted in: BRILLINGER, D.R. (ed.) (1984): The Collected Works of John W. Tukey. Vol. IV. Philosophy: 1965–1986. Monterey, CA, Wadsworth, 793–804]. TUKEY, J.W. (1977). Exploratory data analysis. Reading, MS, Addison-Wesley. 873 Bibliography

TUKEY, J.W. (1980a). Can we predict where ‘time series’ should go next? In: BRILLINGER, D.R. and TAIO, T.C., (eds.). Directions in time series. Proceedings of the IMS Special Topics meeting on time series analysis, Iowa State University, May 1–13, 1978., Institute of Mathematical Statistics, Hayward, CA, 1–31. TUKEY, J.W. (1980b).We need both exploratory and confirmatory. The American Statistician, 34, 23–25. TUKEY, J.W. and HAMMING, R. W. (1949). Measuring noise color. I. Memorandum MM-49-110- 119, 1 December 1949, Murray Hill, NJ, Bell Telephone Laboratory, 1–120 [Reprinted in: BRILLINGER, D.R. (ed.) (1984). The collected works of John W. Tukey. Vol. 1. Time series: 1949–1964. Wadsworth, Pacific Grove, CA, 1–127]. TUKEY, P.A. and TUKEY, J.W. (1981). Summarization, smoothing, supplemented views. In: BARNETT, V. (ed.). Interpreting multivariate data, V. New York, NY, John Wiley & Sons, 245–275. TULLOS, F.N. and CUMMINGS, L.C. (1961). An analog seismic correlator. Geophysics, 26, 298–308. TURCOTTE, D.L. (1992). Fractals and chaos in geology and geophysics. Cambridge, Cambridge University Press. TURCOTTE, D.L. (1997). Fractals and chaos in geology and geophysics. 2nd edn., Cambridge, Cambridge University Press. TURCOTTE, D.L. (2002). Fractals in petrology. Lithos, 65, 261–271. TURIN, G. (1957). On the estimation in the presence of noise of the impulse reponse of a random, linear filter. IRE Transactions on Information Theory, 3,5–10. TURIN, G.L. (1960). An introduction to matched filters. IRE Transactions on Information Theory, IT-6,311–329. TURING, A.M. (1948). Rounding-off errors in matrix processes. Quarterly Journal of Mechanics and Applied Mathematics, 1, 287–308. TURNBULL, H.W. (ed.) (1959). The correspondence of Isaac Newton. Volume 1. 1661–1675. Cambridge, Cambridge University Press for the Royal Society. TURNER, F.J. (1938). Petrofabric investigations of the Otago Schists, no. 2. Transactions of the Royal Society of New Zealand, 68, 107–121. TURNER, F.J. and WEISS, L.E. (1963). Structural analysis of metamorphic tectonites. New York, NY, McGraw-Hill. TURNER, J.M., CLOUGH, R.W., MARTIN, H.C. and TOPP, L.J. (1956). Stiffness and deflection analysis of complex structures. Journal of Aeronautical Science, 23, 805–823. TURNER, M. St.J. (1986). Statistical analysis of geochemical data illustrated by reference to the Dalradian of N.E. Scotland. Unpublished Doctoral dissertation, London, Imperial College of Science and Technology, University of London. TUSKA, C.D. (1944). Historical notes on the determination of distance by timed radio waves. Journal of the Franklin Institute, 237,1–20. TUSTIN, A. (1947). A method of analysing the behaviour of linear system in terms of time series. Journal of the Institute of Electrical Engineers, 94 (Part IIA), 130–142. TWAY, L.E. (1979). Pensylvanian ichthyoliths from the Shawnee Group of Eastern Kansas. Palaeontological Contributions 96, Lawrence, KS, University of Kansas. TYLER, K., HENRIQUEZ, A. and SVANES, T. (1994). Modeling heterogeneities in fluvial domains: A review of the influence on production profiles. In: YARUS, J.M. and CHAMBERS, R.L. (eds.). Stochastic modeling and geostatistics. Principles, methods and case studies. AAPG Computer Applications in Geology, no. 3. Tulsa, OK, American Association for Petroleum Geologists, 77–89. 874 Bibliography

UDDEN, J.A. (1898). The mechanical composition of wind deposits. Augustana Library Publication no. 1. Rock Island, IL, Lutheran Augustana Book Concern. UDDEN, J.A. (1914). Mechanical composition of clastic sediments. Bulletin of the Geological Society of America, 25, 655–744. UHLENKÜKEN, C., SCHMIDT, B. and STREIT, U. (2000). Visual exploration of high-dimensional spatial data: requirements and deficits. Computers & Geosciences, 26,77–85. ULRYCH, T.J. (1971). Application of homomorphic deconvolution to seismology. Geophysics, 36, 650–660. ULRYCH, T.J. (1972). Maximum entropy power spectrum of truncated sinusoids. Journal of Geophysical Research, 77, 1396–1400. ULRYCH, T.J. and BISHOP, T.N. (1975). Maximum entropy spectral analysis and autoregressive decomposition. Reviews in Geophysics and Space Physics, 13, 183–200. ULRYCH, T.J. and OOE, M. (1979). Autoregressive and mixed autoregressive-moving average models and spectra. In: HAYKIN, S. (ed.). Nonlinear methods of spectral analysis. Berlin, Springer-Verlag, 73–125. ULRYCH, T.J., SMYLIE, D.E., JENSEN, O.G. and CLARKE, G.K.C. (1973). Predictive filtering and smoothing of short records by using maximum entropy. Journal of Geophysical Research, 78, 4959–4964. UMPLEBY, J.B. (1917). Geology and ore deposits of the Macay region, Idaho. United States Geological Survey Professional Paper 97, Washington, DC, United States Government Printing Office. UNITED STATES DEPARTMENT OF DEFENSE (1961). COBOL. Report to Conference on Data Systems Languages including initial specifications for a Common Business Oriented Language (COBOL) for programming electronic digital computers. Washington, DC, United States Gov- ernment Printing Office. UNITED STATES DEPARTMENT OF DEFENSE (1987). Department of Defense World Geodetic System 1984. Its definition and relationships with local geodetic coordinate systems. Defense Mapping Agency Technical Report TR8350.2, Washington, DC, United States Department of Defence. UNITED STATES GEOLOGICAL SURVEY (2015). Earthquake Hazards 101 – the Basics [online: http://earthquake.usgs.gov/hazards/about/basics.php]. UNWIN, D. (ed.) (1989). Fractals and the earth sciences. Computers & Geosciences, 15 (2), 163–235. UNWIN, D.J. and WRIGLEY, N. (1987). Towards a general theory of control point distribution effects in trend-surface models. Computers & Geosciences, 13, 351–355. URQUIZÚ, M. and CORREIG, A.M. (1998). Analysis of seismic dynamical systems. Journal of Seismology. 2, 159–171. USDANSKY, S.I. (1985). A BASIC program to aid in the construction of metamorphic facies diagrams. Computers & Geosciences, 11, 483–491. USPENSKY, J.V. (1937). Introduction to mathematical probability. New York, NY, McGraw-Hill. USUNOFF, E.J. and GUZMAN-GUZMAN, A. (1989). Multivariate analysis in hydrochemistry: an example of the use of factor and correspondence analyses. Ground Water, 27,27–34. VACQUIER, V., STEENLAND, N.C., HENDERSON, R.G. and ZEITZ, I. (1951). Interpretation of aeromagnetic maps. Geological Society of America Memoir 47, Boulder, CO, Geological Society of America. VALENTINE, J.W. and PEDDICORD, R.G. (1967). Evaluation of fossil assemblages by cluster analysis. Journal of Palaeontology, 4, 502–507. VAN DEN BOOGAART, K.G. and TOLOSANA-DELGADO, R. (2008). “compositions”: a unified R package to analyze compositional data. Computers & Geosciences, 34, 320–338. 875 Bibliography

VAN DEN BOOGAART, K.G. and TOLOSANA-DELGADO, R (2013). Analyzing compositional data with R. Berlin, Springer-Verlag. VAN DER BAAN, M. (2006). PP/PS Waveﬁeld separation by independent component analysis. Geophysical Journal International, 166, 339–348. VAN DER POL, B. (1926). On relaxation-oscillations. Philosophical Magazine, ser. 7, 2, 978–992. VAN DER POL, B. and VAN DER MARK, J. (1927). Frequency demultiplication. Nature, 120, 363–364. VAN DER SLUIS, A. and VAN DER VORST, H.A. (1987). Numerical solution of large, sparse linear algebraic systems arising from tomographic problems. In: NOLET, G. (ed.). Seismic tomography. Hingham, MS, D. Reidel, 49–83. VAN DER WAALS, J.D. (1873). Over de continuiteit van den gas-en vloeistoftoestand [On the continuity of the gaseous and liquid states]. Leiden, A.W. Sijthoff. VAN DER WAALS, J.D. (2004). On the continuity of the gaseous and liquid states. In: LEBOWITZ, J.L. (ed.). Studies in Statistical Mechanics, v 14. Mineola, NY, Dover Publications, 122–240. VAN DER WAERDEN, B.L. (1952). Order tests for the two-sample problem and their power. Proceedings of the Koninklijke Nederlandse Akademie van Wetenschappen, ser. A, 55, 453–458. VAN DER WAERDEN, B.L. (1953). Ein neur Test für der zwei stich problem [A new test for the two-sample problem]. Mathematische Annalen, 126,93–107. VAN DER ZIEL, A. (1950). On the noise spectra of semi-conductor noise and the ﬂicker effect. Physica, 16, 359–372. VAN DER ZIEL, A. (1954). Noise. New York, NY, Prentice-Hall. VAN DRIEL, J.N. and DAVIS, J.C. (eds.) (1989). Digital geologic and geographic information systems. Short Course in Geology. v. 10. Washington, DC, American Geophysical Union. VAN HORIK, M. and GOODCHILD, M.F. (1975). Program Documentation: SURF General Surface Interpolation Package. Macrogeographic Systems Research Workshop, Department of Geogra- phy, University of Western Ontario, London, Ontario. VAN LAARHOVEN, P.J.M. and AARTS, E.H.L. (1987). Simulated annealing: Theory and applications. Dordrecht, D. Reidel. VAN LOAN, C. (1992). Computational frameworks for the Fast Fourier Transform. Philadelphia, PA, Society for Industrial and Applied Mathematics. VAN ORSTRAND, C.E. (1925). Note on the representation of the distribution of grains in sands. In: Researches in sedimentation in 1924. Report of the Committee on Sedimentation for 1924. Washington, DC, National Research Council, 63–67. VAN ROSSUM, G. (1995). Python tutorial. Technical Report CS-R9526, Amsterdam, Centrum voor Wiskunde en Informatica. VAN ROSSUM, G. and DRAKE, F.L., Jr. (2011). An introduction to Python – The Python tutorial (version 3.2). Bristol, Network Theory. VAN VLECK, J.H. and MIDDLETON, D. (1944). A theoretical comparison of the visual, aural, and meter reception of pulsed signals in the presence of noise. Journal of Applied Physics, 17, 940–971. VAN’T HOFF, J.H. (1884). Études de dynamique chimique [Studies of chemical dynamics]. Amsterdam, Frederick Muller. VAN’T HOFF, J.H. (1899). Lectures on theoretical and physical chemistry. v. 1. Chemical dynamics [translated by R.A. LEHFELDT]. London, Edward Arnold. VAPNIK, V. (1979). Vosstanovlenie zavisimostej po èmpiricˇeskim dannym [Dependency estimation from empirical data]. Moscow, Nauka. VAPNIK, V. (1982). Estimation of dependencies based on empirical data [translated by S. KOTZ]. New York, NY, Springer-Verlag. VAPNIK, V.N. (1998). Statistical learning theory. New York, John Wiley & Sons. 876 Bibliography

VASCO, D.W. (1986). Extremal inversion of travel-time residuals. Bulletin of the Seismological Society of America, 76, 1828–1845. VASCO, D.W., PETERSON, J.E., Jr. and MAJER, E.L. (1998). Resolving seismic anisotropy: Sparse matrix methods for geophysical inverse problems. Geophysics, 63, 970–983. VASSILEV, P. (1972). On the number of hurricane samples within block boundaries in which reserves are calculated. Journal of the International Association for Mathematical Geology, 4, 115–120. VASUDEVAN, K., WILSON, W.G. and LAIDLAW, W.G. (1991). Simulated annealing statics computation using an order-based energy function. Geophysics, 56, 1831–1839. VAUGHAN, S., BAILEY, R.J. and SMITH, D.G. 2011. Detecting cycles in stratigraphic data: Spectral analysis in the presence of red noise. Paleogeography, 26, PA4211 [online: http://dx. doi.org/10.1029/ 2011PA002195]. VAUGHAN, S., BAILEY, R.J. and SMITH, D.G. 2015. Cyclostratigraphy: Data ﬁltering as a source of spurious spectral peaks. In: SMITH, D.G., BAILEY, R.J., BURGESS, P.M. and FRASER, A.J. Strata and time: Probing our gaps in our understanding. London, The Geological Society, 151–156. VAUTARD, R. and GHIL, M. (1989). Singular specrum analysis in nonlinear dynamics with applications to paleoclimatic time series. Physica ser. D (Nonlinear phenomena), 35, 395–424. VAUTARD, R., YIOU, P. and GHIL, M. (1992). Singular-spectrum analysis: A toolkit for short, noisy, chaotic signals. Physica ser. D (Nonlinear phenomena), 58,95–126. VECCHIA, D.F., IYER, H.K. and CHAPMAN, P.L. (1989). Calibration with randomly changing standard curves. Technometrics, 31,83–90. VEJBAEK, O.V. and ANDERSEN, C. (1987). Cretaceous-Early Tertiary inversion tectonism in the Danish Central Trough. Tectonophysics, 137, 221–238. VELIS, D.R. (2007). Statistical segmentation of geophysical log data. Mathematical Geology, 39, 409–417. VENABLES, W.N. and RIPLEY, B.D. (1994). Modern applied statistics with S-Plus. New York, NY, Springer-Verlag. VENN, J. (1880). On the diagrammatic and mechanical representation of propositions and reasonings. The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science, 9,1–18. VERE-JONES, D. (1966). A Markov model for aftershock occurence. Pure and Applied Geophysics, 64,31–42. VERE-JONES, D. (1970). Stochastic models for earthquake occurrence. Journal of the Royal Statistical Society, ser. B, 32,1–62. VERE-JONES, D. (1976). A branching model for crack propagation. Pure and Applied Geophysics, 114,711–725. VERE-JONES, D. (1977). Statistical theories of crack propagation. Journal of the International Association for Mathematical Geology, 9, 455–481. VERE-JONES, D. (1978). Earthquake prediction – A statistician’s view. Journal of Physics of the Earth, 26, 129–146. VERE-JONES, D. and SMITH, E.G.C. (1981). Statistics in seismology. Communications in Statis- tics. Theory and Methods, ser. A, 10, 1559–1585. VERE-JONES, D., BEN-ZION, Y. and ZÚÑIGA, R. (eds.) (2005). Statistical seismology. Basel, Birkhäuser. VERHOEFF, J. (1969). Error detecting decimal codes. Mathematical Centre Tract 29. Amsterdam, Mathematisch Centrum. 877 Bibliography

VERHULST, P.-F. (1845). Recherches mathématiques sur la loi d’accroissement de la population [Mathematical research on the law of population growth]. Nouveaux Me´moires de l’Acade´mie Royale des Sciences, des Lettres et des Beaux-Arts de Belgique, 18,1–32. VERLY, G. (1983). The multigaussian approach and its applications to the estimation of local reserves. Journal of the International Association for Mathematical Geology, 15, 259–286. VERMA, S.P. (1997). Sixteen statistical tests for outlier detection and rejection in evaluation of International Geochemical Reference Materials: Example of microgabbro PM-S. Geostandards Newsletter, 21,59–75. VERMA, S.P. and RIVERA-GÓMEZ, M.A. (2013). Computer programs for the classiﬁcation and nomenclature of igneous rocks. Episodes, 36,115–124. VERMEER, P.L. and ALKEMAADE, J.A.H. (1992). Multiscale segmentation of well logs. Mathe- matical Geology, 24,27–44. VERSTER, A., DE WAAL, D., SCHALL, R. and PRINS, C. (2012). A truncated Pareto model to estimate the under recovery of large diamonds. Mathematical Geosciences, 44,91–100. VIOLA, C. (1898). Versuch einer elementaren Feldspathbestimmung im Dünnschliffe nach dem allgemeinen Principe der Wahrscheinlichkeit [Attempt at an elementary feldspar determination in thin sections according to the general principle of probability]. Zeitschrift fur€ Kristallographie und Mineralogie, 30,36–54. VISTELIUS, A.B. (1944). Zametki po analiticheskoyj geologii [Notes on analytical geology]. Doklady Akedemiya Nauk SSSR, 44 (4), 27–31. VISTELIUS, A.B. (1948). Svjaz’ meždu paragenetičeskimi členov i metodov ego izučenija [The connection between paragenetic members and methods of studying it]. Zapiski Vsesoyuznogo Mineralogicheskogo Obshchestva, 77, 146–158 [English translation in: VISTELIUS (1967), 96–106]. VISTELIUS, A.B. (1949a). K voprosu o mekhanizme sloeobrazovaniya [On the question of the mechanism of layer formation]. Doklady Akademii Nauk SSSR, 65, 191–194. VISTELIUS, A.B. (1949b). K voprosu o mekhanizme svyazi pri sloeobrazovanii [On the question of the mechanism of bonding in layering]. Doklady Akademii Nauk SSSR, 65, 535–538. VISTELIUS, A.B. (1950). O mineralnom sostave tyazheloi chasti peskov nizhnego otdela produktivnoi tolshchi Apsheronskogo poluostrova, Chokraka yuzhnogo Dagestana i allyuviya Volgi [About the mineral composition of the heavy part of sands from the lower section of the Productive sequence in the Apsheron Peninsula, the Chokrak of south Dagestan, and the Volga alluvium] Doklady Akademii Nauk SSSR, 71, 367–370. VISTELIUS, A.B. (1961). Sedimentation time trend functions and their application for correlation of sedimentary deposits. Journal of Geology, 69, 703–728. VISTELIUS, A.B. (1962). Problemy matematičeskoj geologii. Vklad v istoriju voprosa [Problems of mathematical geology. A contribution to the history of the problem]. Geologiya i Geoﬁzika, 12 (7), 3–9 [English translation in: VISTELIUS (1967), 9–15]. VISTELIUS, A.B. (1964a). Informational characteristic of frequency distributions in geochemistry. Nature, 202, 1206. VISTELIUS, A.B. (1964b). Geohimičeskie problemy i mery informacii [Geochemical problems and measures of information]. Sovetskaya Geologia, 12,5–26 [English translation in: VISTELIUS (1967), 157–174]. VISTELIUS, A.B. (1966). Ob obrazovanii granodioritov g. Belayna Kamchatke [Formation of the Mt. Belaya granodiorite, Kamchatka]. Doklady Akademiya Nauk SSSR, 167, 1115–1118. VISTELIUS, A.B. (ed.) (1967). Studies in mathematical geology. New York, NY, Consultants Bureau (Plenum Press). VISTELIUS, A.B. (1972). Ideal granite and its properties. I. The stochastic model. Journal of the International Association for Mathematical Geology, 4,89–102. 878 Bibliography

VISTELIUS, A.B. (1980). Osnovy matematicˇeskoj geologii [Essential mathematical geology]. Leningrad, AN SSSR Izdatel’stvo nauk. VISTELIUS, A.B. (1992). Principles of mathematical geology [translated by S.N. BANERGEE]. Dordrecht, Kluwer. VISTELIUS, A.B. and SARMANOV, O.V. (1947). Stokhasticheskiy osnova iz geologicheski vazhnyy raspredelenija verojatnostej [Stochastic basis of a geologically important probability distribution]. Doklady Akademiya nauk SSSR, 58, 631–634 [English translation in: VISTELIUS (1967), 84–86]. VISTELIUS, A.B. and SARMANOV, O.V. (1961). On the correlation between percentage values: Major component correlation in ferromagnesian micas. Journal of Geology, 69, 145–153. VISTELIUS, A.B. and YANOVSKAYA, T.B. (1963). Programmirovaniye geologicheskikh i geokhimicheskikh problem dlya vsekh universal’nykh elektronnykh vychislitel’nykh mashin [The programming of geological and geochemical problems for all-purpose electronic computers]. Geologiya Rudnykh Mestorozhdenii, 3,34–48 [English translation in: VISTELIUS (1967), 29–40]. VISTELIUS, A.B., AGTERBERG, F.P., DIVI, S.R. and HOGARTH, D.D. (1983). A stochastic model for the crystallization and textural analysis of a ﬁne grained granitic stock near Meech Lake, Gatineau Park, Quebec. Geological Survey of Canada Paper 81-21, Ottawa, Ontario, Geological Survey of Canada. VITA-FINZI, C., HOWARTH, R.J., TAPPER, S.W. and ROBINSON, C.A. (2005). Venusian craters, size distribution and the origin of coronae. In: FOULGER, G.R., NATLAND, J.H., PRESNALL, D.C. and ANDERSON, D.L. (eds.). Plates, plumes and paradigms. Geological Society of America Special paper 388. Boulder, CO, Geological Society of America, 815–823. VITALIANO, C.J., HARVEY, R.D. and CLEVELAND, J.H. (1961). Calculation of normative analysis of igneous rocks by means of IBM digital computer. In: Program with Abstracts. Geological Society of America Annual Meeting, 2–4 November 1961, Cincinnati, OH. Boulder, CO, Geological Society of America, p. 166A. VOGT, J.H.L. (1903–04). Die Silikatschmelzlosungen€ mit besonderer Rucksicht€ auf die Mineralbildung und die Schmelzpunkt-Erniedrigung [Silicate melt solutions with special consideration for mineral formation and depression of the melting point]. 2 vols. Christiana, Jacob Dybwad. VOIGT, B. and CORNELIUS, R.R. (1991). Prospects for eruption prediction in near-real-time. Nature, 350, 695–698. VOIGT, W. (1900). L’etat actuel de nos connaissances sur l'e´lasticite´ des cristaux [The current state of our knowledge of the elasticity of crystals]. Rapport pre´sente´ au Congress International de Physique, Paris, 1900, sous les auspices de la Socie´te´ française de Physique. Paris, Gauthier- Villars. VOLGER, G.H.O. (1856). Untersuchungen über das letztjährige Erdbeben in Central-Europa [Investigations into last year’s earthquake in Central Europe]. Petermann’s Geographische Mittheilungen, 2,85–102. VOLLMER, F.W. (1990). An application of eigenvalue methods to structural domain analysis. Geological Society of America Bulletin, 102, 786–791. VON HUMBOLDT, A. (1811). Atlas ge´ographique et physique du royaume de la Nouvelle-Espagne [Geographical and physical atlas of the Kingdom of New Spain]. Paris, F. Schoell. VON HUMBOLDT, A. and BONPLAND, A. (1825). Relation historique du voyage aux re´gions e´ quinoxiales du Nouveau Continent, fait en [Personal narrative of travels to the equatorial regions of the New Continent (America), made in] 1799, 1800, 1801, 1802, 1803 et 1804. v. 10. Paris, J. Smith and Gide. 879 Bibliography

VON MAYR, G. (1877). Die Gesetzmassigkeit€ im Gesellschaftsleben [Legislation in the life of society]. Naturkrafte€ Bd. 23. Munich, R. Oldenbourg. VON MISES, R. (1913). Mechanik der festen Korper€ im plastisch-deformablen [Mechanics of solid bodies in plastic deformation]. Nachrichten der Koniglichen€ Gesellschaft der Wissenschaften zu Gottingen,€ Mathematische-physikalische Klasse, 1913, 582–592. VON MISES, R. (1918). Ueber die ‘Ganzzahligkeit’ der Atomgewichte und Verwandte Fragen [On the ‘integrality’ of atomic weights and related questions]. Physicalische Zeitschrift, 19, 419–500. VON NEUMANN, J. (1929). Allgemeine Eigenwerttheorie Hermitescher Funktionaloperatoren [Gen- eral eigenvalue theory. Hermitian functional operators]. Mathematische Annalen, 102,49–131. VON NEUMANN, J. (1945). The first draft report on the EDVAC. Contract no. W-670-ORD-4926 [Unpublished]. Moore School of Electrical Engineering, University of Pennsylvania [Reprinted, GODFREY, M.D. (ed.), 1993. IEEE Annals on the History of Computing, 15,27–75]. VON NEUMANN, J. (1951). The general and logical theory of automata. In: JEFFRESS, L.A. (ed.). Cerebral Mechanisms in Behavior. The Hixon Symposium. New York, John Wiley & Sons., 1–31. VON NEUMANN, J. (1966). The theory of self-reproducing automata. In: BURKES, A.W. (ed.). Essays on cellular automata. Urbana, IL, University of Illinois Press, 4–65. VON NEUMANN, J.. and GOLDSTINE, H.H. (1947). Numerical inverting of matrices of high order. Bulletin of the American Mathematical Society, 53, 1021–1099. VORONOÏ, G. (1909). Nouvelles applications des paramètres continus à la théorie des formes quadratiques. II. Recherches sur les parallélloèdres primitifs II [New applications of continuous parameters to theory of quadratic forms II. Research on primitive parallelohedra. II]. Journal fur€ die reine und angewandte Mathematik, 136,67–179. VOZOFF, K. (1958). Numerical resistivity analysis: horizontal layers. Geophysics, 23, 536–556. VRIEND, S.P., VAN GAANS, P.F.M., MIDDLEBURG, J. and DE NIJS, A. (1988). The application of fuzzy c-means cluster analysis and non-linear mapping to geochemical datasets: examples from Portugal. Applied Geochemistry, 3, 213–224. W.T [W. Thomson] (1878). Mensuration. In: Encyclopaedia Brittanica. 9th edn., Edinburgh, Adam and Charles Black, v. 16, 13–28. WAANANEN, A.O., LIMERINOS, J.T., KOCKELMAN, W.J., SPANGLE, W.E. and BLAIR, M.L. (1977). Flood-prone areas and land-use planning; selected examples from the San Francisco Bay region, California United States Geological Survey Professional Paper 942, Washington, DC, United States Government Printing Office. WACKERNAGEL, H. (1995). Multivariate geostatistcs. Berlin, Springer-Verlag. WADATSUMI, K., MIYAWAKI, F., MURAYAMA, S. AND HIGASHITANI, M. (1976). GEODAS- DCRF: Development of a relational data-base system and its application for storage and retrieval of complex data from researcher files. Computers & Geosciences, 2, 357–364. WADELL, H. (1932). Volume, shape and roundness of rock particles. Journal of Geology, 40, 443–451. WADELL, H. (1935). Volume, shape and roundness of quartz particles. Journal of Geology, 43, 250–280. WADELL, H. (1936). Volume, shape, and shape-position of rock fragments in open-work gravel. Geographiska Annaler, 18,74–92. WADGE, G., YOUNG, P.A.V. and MCKENDRICK, I.J. (1994). Mapping lava flow hazards using computer simulation. Journal of Geophysical Research, Solid Earth, 99 (B1), 489–504. WADSWORTH, D. van Z. (1958). Approximate integration methods applied to wave propagation. Doctoral dissertation. Cambridge, MS, Department of Geology and Geophysics, Massachusetts Institute of Technology [online: https://pdfs.semanticscholar.org/9cbb/ 129c0896a37673b1dc6764b35432e48fba 08.pdf]. 880 Bibliography

WADSWORTH, G.P., ROBINSON, E.A., BRYAN, J.B. and HURLEY, P.M. (1953). Detection of reflections on seismic records by linear operators. Geophysics, 18, 539–586. WAHBA, G. (1975). Smoothing noisy data by spline functions. Numerische Mathematik, 24, 383–393. WAGENMAKERS, E.J., FARRELL, S. and RATCLIFFE, R. (2004). Estimation and interpretation of 1/fα noise in human cognition. Psychonomic Bulletin and Review, 11, 579–615. WAINER, H. (1997). Visual revelations. Graphical tales of fate from Napoleon Bonaparte to Ross Perot. New York, NY, Copernicus. WALD, A. and WOLFOWITZ, J. (1940). On a test whether two samples are from the same population. Annals of Mathematical Statistics, 11, 147–162. WALDEN, A.T. and HOSKEN, J.W.J. (1986). The nature of the non-Gaussianity of primary reflection coefficients and its significance for deconvolution. Geophysical Prospecting, 34, 1038–1066. WALKER, G. (1931). On periodicity in series of related terms. Philosophical Transactions of the Royal Society, London, ser. A, 131, 518–532. WALKER, G.W. (1919). Modern seismology. London, Longmans Green. WALKER, M.G. (1988). Expert systems in geological exploration: Can they be cost effective? Geobyte, (August), 18–23. WALKER, M.R. and JACKSON, A. (2000). Robust modelling of the Earth’s magnetic field. Geophysical Journal International, 143, 1353–1368. WALLIS, J. (1656). Arithmetica Infinitorum [The arithmetic of infinitesimals]. Oxford, Leon Lichfield. WALLIS, J. (1685). A treatise of algebra, both historical and practical. Oxford, Richard Davis. WALSH, J.L. (1923). A closed set of normal orthogonal functions. American Journal of Mathemat- ics, 45,5–24. WALTER, É. (2014). Numerical methods and optimization. A consumer guide. Cham, Springer International. WAND, M.P. (1997). Data-based choice of histogram bin width. The American Statistician, 51, 59–64. WANG, F.-Y. and ZHANG, X.-K. (2006). Genetic algorithm in seismic waveform inversion and its application in deep seismic sounding data interpretation. Earthquake Science, 19, 163–172. WANG, R.J. (1969). The determination of optimum gate-lengths for time-varying Wiener filtering. Geophysics, 34, 683–695. WANG, R.J. and TREITEL, S. (1973). The determination of digital Wiener filters by means of gradient methods. Geophysics, 38, 310–326. WANG, Z. (2009). Mean squared error: Love it or leave it? A new look at signal fidelity measures. IEEE Signal Processing Magazine, 26,98–117. WARING, E. (1779). Problems concerning interpolations. Philosophical Transactions of the Royal Society, London, 69,59–67. WARNER, B. and MISRA, M. (1996). Understanding neural networks as statistical tools. American Statistician, 50, 284–293. WARNER, S. (1965). Modern algebra. v. I. Englewood Cliffs, N.J., Prentice-Hall. WARREN, J.E. and PRICE, A.S. (1961). Flow in heterogeneous porous media. Society of Petroleum Engineers Journal, 222 (Sept), 153–169. WARWICK, C. (1956). Understanding the Kramers-Kronig relation using a pictorial proof. The Physical Review, 104, 1760–1770 [online: http://cp.literature.agilent.com/litweb/pdf/5990- 5266EN.pdf]. WASHINGTON, H.S. (1919). Manual of the chemical analysis of rocks. New York, NJ, John Wiley & Sons. 881 Bibliography

WASKE, B. and BRAUN, M. (2009). Classifier ensembles for land cover mapping using multitemporal SAR imagery. ISPRS Journal of Photogrammetry and Remote Sensing, 64, 450–457. WASSERMANN, J.M., KRISCHER, L., MEGIES, T., BARSCH, R. and BEYREUTHER, M. (2013). ObsPy: A Python toolbox for seismology. Abstract no. S51A-2322. In: American Geo- physical Union, Fall Meeting San Francisco, 9–13 December 2013, Washington, DC, American Geophysical Union [online: http://adsabs.harvard.edu/abs/2013AGUFM.S51A2322W; http:// www.obspy.org]. WATERMAN, M.S. and RAYMOND, R. Jr. (1987). The match game: New stratigraphic correlation algorithms. Mathematical Geology, 19, 109–127. WATKINS, G.P. (1923). The measurement of concomitance of variation: Proposed indices of variability and correlation based upon logarithmic curves and having reference primarily to time series. Journal of the American Statistical Association, 18, 588–599. WATSON, D.F. and PHILIP, G.M. (1984). Triangle based interpolation. Journal of the International Association for Mathematical Geology, 16, 779–795. WATSON, G.S. (1961). Goodness-of-fit tests on the circle. Biometrika, 109–114. WATSON, G.S. (1965). Equatorial distributions on the sphere. 52, 193–201. WATSON, G.S. (1966). The statistics of orientation data. Journal of Geology, 74, 786–797. WATSON, G.S. (1971). Trend-surface analysis. Journal of the International Association for Mathe- matical Geology, 3, 215–226. WATSON, G.S. (1983). Statistics on spheres. University of Arkansas Lecture Notes in the Mathemat- ical Sciences, v. 6. New York, John Wiley and Sons. WATSON, G.S. and IRVING, E. (1957). Statistical methods in rock magnetism. Monthy Notices of the Royal Astronomical Society, Geophysics Supplement, 7, 289–300. WATSON, G.S. and NGUYEN, H. (1985). A confidence region in a ternary diagram from point counts. Journal of the International Association for Mathematical Geology, 17, 209–213. WATSON, G.S. and WILLIAMS, E.J. (1956). On the construction of significance tests on the circle and sphere. Biometrika, 43, 345–352. WATSON, H.W. and GALTON, F. (1875). On the probability of the extinction of families. Journal of the Anthropological Institute of Great Britain, 4, 138–144. WATSON, J.C. (1868). Theoretical astronomy. Philadelphia, PA, J.P. Lippincott. WATSON-WATT, R.A. and APPLETON, E.V. (1923). The nature of atmospherics. I. Proceedings of the Royal Society, London, ser. A, 103,84–102. WATTIMENA, R.K. (2013). Predicting probability stability of rock slopes using logistic regression. International Journal of the Japanese Committee for Rock Mechanics, 9,1–6. WATTS, A.B., SANDWELL, D.T., SMITH, W.H.F. and WESSEL, P. (2006). Global gravity, bathymetry, and the distribution of submarine volcanism through space and time. Journal of Geophysical Research, 111 ( B08408), 1–26. WATTS, I. (1728). The knowledge of the Heavens and the Earth made easy: or, the first principles of astronomy and geography explained by the use of globes and maps. 2nd edn., London, J. Clark and R. Hett. WAUGH, F.V. (1935). A simplified method of determining multiple regression constants. Journal of the American Statistical Association, 30, 694–700. WAX, N. (ed.) (1954). Selected papers on noise and stochastic processes. New York, NY, Dover. WEAVER, J.S. and LANGMUIR, C.H. (1990). Calculation of phase equilibrium in mineral-melt systems. Computers & Geosciences, 16,1–19. WEAVER, P. (1942). The relative place of empirical and analytic methods of geophysical interpretation. Geophysics, 7, 281–287. 882 Bibliography

WEBB, D.C. (1979). The analysis of non stationary data using complex demodulation. Annales de Te´ lećommunication, 34, 131–138. WEBB, J.S. (1970). Some geological applications of regional geochemical reconnaissance. Proceedings of the Geologists’ Association, 81, 585–594. WEBB, J.S. and HOWARTH, R.J. (1979). Regional geochemical mapping. Philosophical Transactions of the Royal Society, London, B288,81–93. WEBB, J.S. and THOMPSON, M. (1977). Analytical requirements in exploration geochemistry. Pure and Applied Chemistry, 49, 1507–1518. WEBB, J.S., NICHOL, I., FOSTER, R., LOWENSTEIN, P.L. and HOWARTH, R.J. (1973). Provi- sional geochemical atlas of Northern Ireland. Technical Communication 60, London, Applied Geochemistry Research Group, Imperial College of Science and Technology. WEBB, J.S., THORNTON, I., THOMPSON, M., HOWARTH, R.J. and LOWENSTEIN, P.L. (1978). The Wolfson geochemical atlas of England and Wales. Oxford, Clarendon Press. WEBB, T. and BRYSON, R.A. (1972). Late- and postglacial climatic change in the northern Midwest USA: Quantitative estimates derived from fossil pollen spectra by multivariate statistical analysis. Quaternary Research, 2,70–115. WEBER, H. (1892). Beweis des Satzes, dass jede eigentlich primitive quadratische Form unendlich viele Primzahlen darzustellen fähig ist [Proof of the theorem that every actually primitive quadratic form is capable of representing an infinite number of prime numbers]. Mathematische Annalen, 20, 301–329. WEBER, H. (1900–01). Die partiellen Differential-Gleichungen der mathematischen Physik: nach Riemann’s Vorlesungen [The partial differential equations of mathematical physics: according to Riemann’s lectures]. Braunschwig, F. Vieweg. WEBER, H.C. (1939). Thermodynamics for chemical engineers. New York, NY, John Wiley & Sons. WEBSTER, R. (1973). Automatic soil-boundary location from transect data. Journal of the Interna- tional Association for Mathematical Geology, 5,27–37. WEBSTER, R. (1997). Regression and functional relations. European Journal of Soil Science, 48, 557–566. WEBSTER, R. and BURGESS, T.M. (1980). Optimum interpolation and isarithmic mapping of soil properties. III. Changing drift and universal kriging. Journal of Soil Science, 31, 505–524. WEBSTER, R. and MCBRATNEY, A.B. (1989). On the Akaike information criterion for choosing models for variograms of soil properties. Journal of Soil Science, 40, 493–496. WEBSTER, R. and OLIVER, M.A. (2001). Geostatistics for environmental scientists. Chichester, John Wiley & Sons. WEEDON, G.P. (1986). Hemipelagic shelf sedimentation and climatic cycles: the basal Jurassic (Blue Lias) of South Britain. Earth and Planetary Science Letters, 76, 321–335. WEEDON, G.P. (1989). The detection and illustration of regular sedimentary cycles using Walsh power spectra and filtering, with examples from the Lias of Switzerland. Journal of the Geological Society, London, 146, 133–144. WEEDON, G.P. (2003). Time series analysis and cyclostratigraphy. Cambridge, Cambridge Univer- sity Press. WEEDON, G.P., COE, A.L. and GALLOIS, R.W. (2004). Cyclostratigraphy, orbital tuning and inferred productivity for the type Kimmeridge Clay (Late Jurassic), Southern England. Journal of the Geological Society, 161, 655–666. WEERTMAN, J. (1965). Relationship between displacements on a free surface and the stress on a fault. Bulletin of the Seismological Society of America, 55, 945–953. WEGMAN, E.J. (1972). Nonparametric probability density estimation: I. A summary of available methods. Technometrics, 14, 533–546. 883 Bibliography

WEI, L. and MARPLE, S.L., Jr. (2008). Fast algorithms for least-squares-based minimum variance spectral estimation. Signal Processing, 88, 2181–2192. WEIBULL, W. (1939a). A statistical theory of the strength of materials. Ingeniorsvetenskapsakademiens.€ Handlingar nr. 151. Stockholm, Generalstabens Litografiska Anstalts Forlag.€ WEIBULL, W. (1939b). The phenomenon of rupture in solids. Ingeniorsvetenskapsakademiens.€ Handlingar nr. 153. Stockholm, Generalstabens Litografiska Anstalts Forlag.€ WEIBULL, W. (1951). A statistical distribution function of wide applicability. Journal of Applied Mechanics, 18, 293–297; [discussion] 19, 233–234. WEICHERT, D. (1980). Estimation of the earthquake recurrence parameters for unequal observation periods for different magnitudes. Bulletin of the Seismological Society of America, 70, 1337–1347. WEINBERG, G.M. (1966). PL/I programming primer. New York, NY, McGraw-Hill. WEINSTOCK, R. (1947). Calculus of variations. New York, NY, Mc-Graw Hill. WEISS, R.E. and MARSHALL, C.R. (1999). The uncertainty in the true endpoint of a fossil’s stratigraphic range when stratigraphic sections are sampled discretely. Mathematical Geology, 31, 435–453. WEISSMANN, G.S. and FOGG, G.E. (1999). Multi-scale alluvial fan heterogeneity modeled with transition probability geostatistics in a sequence stratigraphic framework. Journal of Hydrology, 226,48–65. WEISSTEIN, E.W. (ed.) (2015). MathWorld – A Wolfram web resource [online: http://mathworld. wolfram.com]. WELCH, P.D. (1961). A direct digital method of power-spectrum estimation. IBM Journal of Research and Development, 5, 141–156. WELCH, P.D. (1967). The use of fast Fourier transform for the estimation of power spectra: A method based on time averaging over short, modified periodograms. IEEE Transactions on Audio and Elecroacoustics, AU-15,70–73. WELLER, A., SCOTT, J.B.T., SCHLEIFER, N. and BARKER, R.D. (2004). The effect of changing the salinity of the groundwater on the SIP [Spectral Induced Polarisation] of sandstones. In: Near surface 2004 : 10th European Meeting of Environmental and Engineering Geophysics, Utrecht, The Netherlands, 6–9 Sept. 2004; extended abstracts, Houten, European Association of Geoscientists and Engineers, [online: https://www.researchgate.net/publication/238112795_ The_Effect_of_Changing_the_Salinity_of_the_Groundwater_on_SIP_of_Sandstones]. WELLER, A.F., HARRIS, A.J. and WARE, J.A. (2007). Two supervised neural networks for classification of sedimentary organic matter images from palynological preparations. Mathemati- cal Geology, 39, 657–672. WELLS, N.A. (1990). Comparing sets of circular orientations by modified chi-square testing. Computers & Geosciences, 16, 1155–1170. WELTJE, G.J. (2002). Quantitative analysis of detrital modes: statistically rigorous confidence regions in ternary diagrams and their use in sedimentary petrology. Earth Science Reviews, 57, 211–253. WELTJE, G.J. and ROBERSON, S. (2012). Numerical methods for integrating particle-size frequency distributions. Computers & Geosciences, 44, 156–167. WENNER, F. (1932). Development of seismological instruments at the Bureau of Standards. Bulletin of the Seismological Society of America, 22,60–67. WENTWORTH, C.K. (1922). A scale of grade and class terms for clastic sediments. Journal of Geology, 30, 377–392. WENTWORTH, C.K. (1929). Method of computing mechanical composition types in sediments. Geological Society of America Bulletin, 40, 771–790. 884 Bibliography

WERNER, C. (1971). Expected number and magnitudes of stream networks in random drainage patterns. Proceedings of the Association of American Geographers, 3, 181–185. WERTH, G.C., LIU, D.T. and TROREY, A.W. (1959). Offshore singing – Field experiments and theoretical interpretation. Geophysics, 24, 220–232. WESSEL, C. (1799). Om Directionens analytiske Betegning [About the direction of analytical calculation]. Nye Samling af det Kongelige Danske Videnskabernes Selskabs Skrifter, Kiøbenhavn, 1799, 469–518. WESSON, R.L. (1970). A time integration method for computation of the intensities of seismic rays. Bulletin of the Seismological Society of America, 60, 307–316. WEST, M. (2011). Developing high quality data models. Amsterdam, Elsevier. WETHERILL, G.W. (1955). An interpretation of the Rhodesia and Witwatersrand age patterns. Geochimica et Cosmochemica Acta, 9, 290–292. WETHERILL, G.W. (1956). Discordant uranium-lead ages. I. Transactions of the American Geo- physical Union, 37, 320–326. WEYL, P.K. (1960). Porosity through dolomitization: Conservation-of-mass requirements. Journal of Sedimentary Petrology, 30,85–90. WHALLEY, W.B. and ORFORD, J.D. (1989). Use of fractals and pseudofractals in the analysis of two-dimensional outlines: Review and further exploration. Computers & Geosciences, 15, 185–197. WHEATSTONE, C. (1838). Contributions to the physiology of vision. I. On some remarkable, and hitherto unobserved, phenomena of binocular vision. Philosophical Transactions of the Royal Society, London, 128, 371–394. WHEELER, H.A. (1939). Transmission lines with exponential taper. Proceedings of the Institute of Radio Engineers, 27,65–71. WHELCHEL, J.E. and GUINN, D.F. (1968). The fast Fourier-Hadamard transform and its use in signal representation and classification. In: EASCON’68 record: Electronics and Aerospace Systems Convention, held at Washington, D.C., Sept. 9–11, 1968, New York, NY, Institute of Electrical and Electronics Engineers, 561–573. WHITE, F. (1913). Errors in sampling and assaying ores due to the presence of coarse gold. Transactions of the Institution of Mining and Metallurgy, London, 22, 620–640.; [discussion 540–660]. WHITE, J.E. (1958). Transient behaviour of patterns. Geophysics, 23,26–43. WHITLEY, D. (1994). A genetic algorithm tutorial. Statistics and Computing, 4,65–85. WHITTAKER, E.T. and ROBINSON, G. (1924). The calculus of observations. A treatise on numerical mathematics. London, Blackie & Son. WHITTAKER, E.T. and ROBINSON, G. (1932). The calculus of observations. A treatise on numerical mathematics. 2nd ed., London, Blackie & Son. WHITTEN, E.H.T. (1959). Composition trends in a granite: Modal variation and ghost stratigraphy in part of the Donegal Granite, Eire. Journal of Geophysical Research, 64, 835–848. WHITTEN, E.H.T. (1963). A surface-fitting program suitable for testing geological models which involve areally-distributed data. Technical Report no. 2 of ONR Task no. 389-135, Contract Nr. 1228(26).Office of Naval Research Geography Branch, Evanston, IL, Northwestern University. WHITTEN, E.H.T. (1964). Process-response models in geology. Bulletin of the Geological Society of America, 75, 455–464. WHITTEN, E.H.T. (1966). Structural geology of folded rocks. Chicago, IL, RandMcNally. WHITTEN, E.H.T. (1968). FORTRAN IV CDC 6400 computer program to analyse subsurface fold geometry. Kansas Geological Survey Computer Contribution 25, Lawrence, KS, Kansas Geolog- ical Survey. 885 Bibliography

WHITTEN, E.H.T. (1970). Orthogonal polynomial trend surfaces for irregularly spaced data. Journal of the International Association for Mathematical Geology, 2, 141–152. WHITTEN, E.H.T. (1974). Scalar and directional ﬁeld and analytical data for spatial variability studies. Journal of the International Association for Mathematical Geology, 6, 183–198. WHITTEN, T.A. and SANDER, L.M. (1981). Diffusion limited aggregation, a kinetic critical phenomenon. Physical Review Letters, 47, 1400–1403. WHITTLE, P. (1953). The analysis of multiple stationary time series. Journal of the Royal Statistical Society, ser. B, 15, 125–139. WICKENS, D.D. and ECKLER, G.R. (1968). Semantic as opposed to acoustic encoding in STM [short-term memory] [Abstract]. Psychonomic Science, 12 (2), 63. WIDOM, H. (1997). Wiener-Hopf integral equations. In: JERISON, D., SINGER, I.M. and STROOCK, D.W. (eds.). The Legacy of Norbert Wiener: a Centennial Symposium in Honor of the 100th anniversary of Norbert Wiener’s birth. Proceedings of the American Mathematical Society Symposia in Pure Mathematics 60. Providence, RI, American Mathematical Society, 391–405. WIDROW, B. and HOFF, M.E. (1960). Adaptive switching circuits. In: IRE WESCON Convention Record: at the Western Electronic Show and Convention, Los Angeles, California, August 23–26, 1960, Institute of Radio Engineers, 96–104. WIDROW, B. and STEARNS, S.D. (1985). Adaptive signal processing. Englewood Cliffs, NJ, Prentice-Hall. WIDROW, B., MCCOOL, J.M., GLOVER, J.R. Jr., KAUNITZ, J., WILLIAMS, C., HEARN, R.H., ZEIDLER, J.R., DONG, E., JR. and GOODLIN, R.C. (1975). Adaptive noise cancelling: Principles and applications. Proceedings of the IEEE, 63, 1692–1716. WIECHERT, E. (1907). Über Erdbebenwellen. I: Theoretisches über die Ausbreitung der Erdbebenwellen [About earthquake waves. I: Theory of the propagation of earthquake waves]. Nachrichten von der koniglichen€ Akademie der Wissenschaften zu Gottingen,€ Mathematisch- physikalische Klasse, neue Fassung 5, 1907, 415–529. WIECHERT, E. and GEIGER, L. (1910). Bestimmung des Weges der Erdbeben-wellen im Erdinnern. I. Theoretisches [Determining the path of earthquake waves within the Earth. I. Theory]. Physikalische Zeitschrift, 11, 294–311. WIENER, N. (1923). Differential space. Journal of Mathematics and Physics, 2, 131–174. WIENER, N. (1926). The harmonic analysis of irregular motion. Journal of Mathematics and Physics, 5,99–121, 158–189. WIENER, N. (1928). Coherency matrices and quantum theory. Journal of Mathematics and Physics, 7, 109–125. WIENER, N. (1930). Generalised harmonic analysis. Acta Mathematica, 55,117–258. WIENER, N. (1933). The Fourier integral and certain of its applications. Cambridge, Cambridge University Press. WIENER, N. (1942). The extrapolation, interpolation and smoothing of stationary time series with engineering applications. D.I.C. Contract 6037, A research pursued on behalf of the National Defence Research Council (Section D) February 1, 1942. Cambridge, MA, The Massachusetts Institute of Technology. WIENER, N. (1949). Extrapolation, interpolation, and smoothing of stationary time series: with engineering applications. Cambridge, MA, Technology Press, Massachusetts Institute of Technology. WIENER, N. and HOPF, E. (1931). Ueber eine Klasse singulärer Integralgleichungen [On a class of singular integral equations]. Sitzungsberichte der Preussichen Akademie der Wissenschaften Physikalisch-Mathematische Klasse, Berlin, 1931, 696–706. WIGGINS, R.A. (1966). ω-κ ﬁlter design. Geophysical Prospecting, 14, 427–440. 886 Bibliography

WIGGINS, R.A. (1978). Minimum entropy deconvolution. Geoexploration, 16,21–35. WIGNER, E.P. and SEITZ, F. (1933). On the constitution of metallic sodium. Physical Review, 43, 804–810. WILBRAHAM, H. (1848). On a certain periodic function. Cambridge and Dublin Mathematics Journal, 3, 198–201. WILCOXON, F. (1945). Individual comparisons by ranking methods. Biometrics Bulletin, 1,80–83. WILCZYNSKI, E.J. (1911). One-parameter families and nets of plane curves. Transactions of the American Mathematical Society, 12, 473–510. WILEY, E.O. (1981). Phylogenetics: the theory and practice of phylogenetic systematics. New York, NY, John Wiley & Sons. WILK, M.B. and GNANADESIKAN, R. (1968). Probability plotting methods for the analysis of data. Biometrika, 55,1–17. WILK, M.B. and KEMPTHORNE, O. (1955). Fixed, mixed and random models. Journal of the American Statistical Association, 50, 1144–1167. WILK, M.B., GNANADESIKAN, R. and HUYETT, M.J. (1962). Estimation of parameters of the Gamma distribution using order statistics. Biometrika, 49, 525–545. WILKES, M.V., WHEELER, D.J. and GILL, S. (1951). The preparation of programs for an electronic digital computer. With special reference to the EDSAC and the use of a library of subroutines. Cambridge, MS, Addison Wesley. WILKINS, J. (1668). An essay towards a real character and a philosophical language. London, S. Gellibrand and J. Martyn. WILKINSON, J.H. (1963). Rounding errors in algebraic processes. Englewood Cliffs, NJ, Prentice- Hall. WILKINSON, J.H. (1965). The algebraic eigenvalue problem. Oxford, Oxford University Press. WILKS, S.S. (1932). Certain generalisations in the analysis of variance. Biometrika, 34, 471–494. WILKS, S.S. (1935). The likelihood test of independence in contingency tables. The Annals of Mathematical Statistics, 6, 190–196. WILKS, S.S. (1948). Order statistics. Bulletin of the American Mathematical Society, 54,6–50. WILLCOX, W.R., LAPAGE, S.P., BASCOMB, S. and CURTIS, M.A. (1973). Identiﬁcation of Bacteria by Computer: Theory and Programming. Journal of General Microbiology. 77, 317–330. WILLETT, J.B. and SINGER, J.D. (1988). Another cautionary note about R-squared: Its use in weighted least-squares regression analysis. The American Statistician, 42, 236–238. WILLGOOSE, G.R. and HANCOCK, G. (1998). Revisiting the hypsometric curve as an indicator of form and process in transport limited catchment. Earth Surface Processes and Landforms, 23, 611–623. WILLIAMS, B.G., WARD, J.K. and BELBIN, L. (1987). Numerical classiﬁcation of saline groundwater chemistry in the Murrumbidgee irrigation area. Australian Journal of Soil Research, 25, 337–345. WILLIAMS, G.E. (1989). Late Precambrian tidal rhythmites in South Australia and the history of the Earth’s rotation. Journal of the Geological Society, London, 146,97–111. WILLIAMS, W. (1890). On the relation of the dimensions of physical quantitites to directions in space. Proceedings of the Physical Society of London, 11, 357. WILLIAMS, W.T. and LAMBERT, J.M. (1959). Multivariate methods in plant ecology. I. Association analysis in plant communities. Journal of Ecology, 47,83–101. WILLMORE, P.L. (1937). Some properties of heavily damped electromagnetic seismographs. Geophysical Journal International, 4, 389–404. WILLOUGHBY, R.A. (1969). Proceedings of the Symposium on sparse matrices and their applications held at the IBM Watson Research Centre, September 9–10, 1968. Research Sympo- sium series RA1 3-12-69, New York, NY, International Business Machines Corporation. 887 Bibliography

WILSON, E.B. (1901). Vector analysis, founded upon the lectures of J. Willard Gibbs. New York, NY, Charles Scribner’s Sons. WILSON, E.B. and LUYTEN, W.J. (1925). The frequency distribution of some measured parallaxes and of the parallaxes themselves. Proceedings of the National Academy of Sciences of the United States of America, 11, 270–274. WILSON, E.B. and WORCESTER, J. (1945). The normal logarithmic transform. The Review of Economics and Statistics, 27,17–22. WILSON, E.L. (1970). SAP – A general structural analysis program. UCB/SESM Report no. 70/21, Berkeley, CA, University of California. WILSON, I.T. (1937). The accumulated sediment in Tippecanoe Lake and a comparison with Winona Lake. Proceedings of the Indiana Academy of Science, 47, 234–253. WILSON, M. (1989). Igneous petrogenesis. London, Unwin Hyman. WINANT, C.D., INMAN, D.L. and NORDSTROM, C.E. (1975). Description of seasonal beach changes using empirical eigenfunctions. Journal of Geophysical Research, 80, 1979–1986. WINCHELL, N.H. and WINCHELL, H.V. (1891). The iron ores of Minnesota. Their geology, discovery, development, qualities and origin, and comparison with those of other Iron Districts. Geological and Natural History Survey of Minnesota. Bulletin 6, Minneapolis, MN, Harrison & Smith. WINCHESTER, J. and CROTWELL, P. (1999). WebWEED and TauP. Java and seismology. Seismological Research Letters, 70,81–84. WINSTON, P.H. and HORN, B.K.P. (1981). LISP. Reading, MS., Addison-Wesley. WINTNER, A. (1934). On analytic convolutions of Bernoulli distributions. American Journal of Mathematics, 56, 659–663. WIRTH, N. (1971). The programming language Pascal. Acta Informatica, 1,35–63. WIRTH, N. and HOARE, C.A.R. (1966). A contribution to the development of ALGOL. Communications of the ACM, 9, 413–432. WISNIAK, J. (2003). Hendrik-Willem Bakhuis Roozeboom: Equilibrium and phase topology. Journal of Phase Equilibria and Diffusion, 24, 422–430. WOLD, H. (1938). A study in the analysis of stationary time series. Stockholm, Almqvist & Wiksell. WOLD, H.O.A. (1965). A graphic introduction to stochastic processes. In: WOLD, H.O.A. (ed.). Bibliography on time series and stochatic processes. Edinburgh, Oliver & Boyd, 7–76. WOLERY, T.J. and WALTERS, L. J. (1975). Calculation of equilibrium distributions of chemical species in aqueous solutions by means of monotone sequences. Journal of the International Association for Mathematical Geology, 7,99–114. WOLFE, J.A. (1990). Palaeobotanical evidence for a marked temperature increase following the Cretaceous/Tertiary boundary. Nature, 343, 153–156. WOLFOWITZ, J. (1942). Additive partition functions and a class of statistical hypotheses. Annals of Mathematical Statistics, 13, 247–279. WOLFRAM, S. (1986). Theory and application of cellular automata. Reading, MA, Addison- Wesley. WOLFRAM, S. (1988). Mathematica, a system for doing mathematics by computer. Manual for version 1.0 of the computer program. Redwood City, CA, Addison-Wesley. WOLLASTON, W.H. (1809). Description of a reﬂective goniometer. Philosophical Transactions of the Royal Society, London, 99, 253–258. WOLMAN, M.G. (1954). A method of sampling coarse river bed material. EOS Transactions American Geophysical Union, 35, 951–956. WONG, S.A., STARTZMAN, R.A. and KUO, T.-B. (1988). CAIPEP: Conference on artiﬁcial intelligence in petroleum exploration and production. Geobyte, (August), 10–16. 888 Bibliography

WONG, Y.K. (1935). An application of orthogonalization process to the theory of least squares. The Annals of Mathematical Statistics, 6,53–75. WOO, P.T., EISENSTAT, S.C., SCHULTZ, M.H. and SHERMAN, A.H. (1975). Application of sparse matrix techniques to reservoir simulation. Research Report RR-53, New Haven, CT, Department of Computer Science, Yale University [online: http://cpsc.yale.edu/sites/default/ files/files/tr53.pdf]. WOOD, D.A., JORON, J.L., TREUIL, M., NORRY, M. and TARNEY, J. (1979). Elemental and Sr isotope variations in basaltic lavas from Iceland and the surrounding ocean floor. Contributions to Mineralogy and Petrology, 70, 319–339. WOOD, D.S. (1974a). Current views of the development of slaty cleavage. Annual Reviews of Earth and Planetary Science, 2, 369–401. WOOD, J.W. (1964). The cooling rates and parent planets of several iron meteorites. Icarus, 3, 429–459. WOOD, L.C. (1968). A review of digital pass filtering. Reviews of Geophysics, 6,73–97. WOOD, L.C. (1974b). Seismic data compression methods. Geophysics, 39, 499–525. WOOD, S.A. and CRERAR, D.A. (1985). A numerical method for obtaining multiple linear regression parameters with physically realistic signs and magnitudes: Applications to the determination of equilibrium constants from solubility data. Geochimica et Cosmochimica Acta, 49, 165–172. WOODBURY, A.D. (2004). A FORTRAN program to produce minimum relative entropy distributions. Computers & Geosciences, 30, 131–138. WOODCOCK, N.H. (1976). The accuracy of structural field measurements. The Journal of Geology, 84, 350–355. WOODCOCK, N.H. (1977). Specification of fabric shapes using an eigenvalue method. Bulletin of the Geological Society of America, 88, 1231–1236. WOODHOUSE, R. (1809). A treatise on plane and spherical trigonometry. London, Black, Parry & Kingsbury. WOODS, J.W. (1972). Two-dimensional discrete Markovian fields. IEEE Transactions on Informa- tion Theory, 18, 232–240. WOODWARD, J. (1695). An essay toward a natural history of the Earth: and terrestrial bodies, especially minerals: as also of the sea, rivers and springs. With an account of the Universal Deluge: and of the effects that it had upon the Earth. London, R. Wilkin. WOODWARD, M. and LEVIN, S.A. (1987). Finding the median on a vector computer. In: Stanford Exploration Project Report 56. Stanford, CA, Stanford University, 255–262. WOODWARD, P.M. (1953). Probability and information theory, with applications to radar. London, Pergamon. WOODWARD, P.M. and DAVIES, I.L. (1952). Information theory and inverse probability in telecommunication. Proceedings of the IEE – Part III: Radio and Communication Engineering, 99 (58), 37–44. WORONOW, A. (1990). Methods for quantifying, statistically testing, and graphically displaying shifts in compositional abundances across data suites. Computers & Geosciences, 16, 1209–1233. WORONOW, A. and BUTLER, J.C. (1986). Complete subcompositional independence testing of closed arrays. Computers & Geosciences, 12, 267–279. WORONOW, A. and LOVE, K.M. (1990). Quantifying and testing differences among means of compositional data suites. Mathematical Geology, 22, 837–852. WORTHINGTON, M.H. (1984). An introduction to geophysical tomography. First Break, 2 (11), 20–26. WORTHINGTON, M.H., MASON, I.M. and WHELLER, P.M. (1983). Application of seismic tomography in mineral exploration. Applied Earth Science, ser. B, 92, 209–212. 889 Bibliography

WOUDENBERG, F. (1991). An evaluation of Delphi. Technological Forecasting and Social Change, 40, 131–150. WRIGHT, C.J., MCCARTHY, T.S. and CAWTHORN, R.G. (1983). Numerical modelling of trace element fractionation during diffusion controlled crystallization. Computers & Geosciences, 9, 367–389. WRIGHT, F.E. (1911). The methods of petrographic-microscopic research, their relative accuracy and range of application. Monograph 158, Washington, DC, The Carnegie Institution of Washington. WRIGHT, J.K. (1938). Problems in population mapping. In: WRIGHT, K.J. (ed.). Notes on statistical mapping, with special reference to the mapping of population phenomenon. New York, NY, American Geographical Society and Population Association of America, 1–18. WRIGHT, R. and THORNBERG, S.M. (1988). SEDIDAT: A BASIC program for the collection and statistical analysis of particle settling velocity data. Computers & Geosciences, 14,55–81. WRIGHT, R.M. and SWITZER, P. (1971). Numerical classification applied to certain Jamaican Eocene nummulitids. Journal of the International Association for Mathematical Geology, 3, 297–211. WRIGHT, S. (1921). Correlation and causation. Journal of Agricultural Research, 20, 557–585. WRIGHT, T.L. and DOHERTY, P.C. (1970). A linear programming and least squares computer method for solving petrologic mixing problems. Geological Society of America Bulletin, 81, 1995–2008. WRIGLEY, N. and DUNN, R. (1986). Graphical diagnostics for logistic oil exploration models. Mathematical Geology, 18, 355–374. WRINCH, D.M. and JEFFREYS, H. (1919). On some aspects of the theory of probability. Philo- sophical Magazine, ser. 6, 38, 715–731. WU, Z. (2010). A hidden Markov model for earthquake declustering. Journal of Geophysical Research. Solid Earth, 115 (B3), B03306 [online: http://dx.doi.org/10.1029/2008JB005997]. WUENSCHEL, P.C. (1960). Seismogram synthesis including multiples and transmission coefficients. Geophysics, 25, 106–129. WULFF, G. (1902). Unterschungen im Gebiete der optischen Eigenschaften isomorpher Krystalle [Significant differences in the optical properties of isomorphous crystals]. Zeitschrift fur€ Kristallographie und Mineralogie, 36,1–28. WURTELE, M.G. (1961). On the problem of truncation error. Tellus, 13, 379–391. WÜSTEFELD, A., BOKELMANN, G., ZAROLI, C. and Barruol, G. (2008). SplitLab: A shear- wave splitting environment in Matlab. Computers & Geosciences, 34, 515–528. WYNNE, P.H. (1977). Aptitude-treatment interactions in an experiment on teacher effectiveness. American Educational Research Journal, 14, 389–409. WYNNE-EDWARDS, H.R., LAURIN, A.F., SHARMA, K.N.M., NANDI, A., KEHLENBECK, M. M. and FRANCONI, A. (1970). Computerized geological mapping in the Grenville Province, Quebec. Canadian Journal of Earth Sciences, 7, 1357–1373. XIE, H., WANG, Y. and JIANG, Y. (eds.) (2001). Computer applications in the mineral industries. Lisse, Balkema. XU, Y. and XU, T. (2014). An interactive program on digitizing historical seismograms. Computers & Geosciences, 63,88–95. XUE, Y.-J., CAO, J.-X., TIAN, R.-F., DU, H.-K. and YAO, Y. (2015). Wavelet-based cepstrum decomposition of seismic data and its application in hydrocarbon detection. Geophysical Prospecting, 64, 1441–1453. YAGER, R.M. (1998). Detecting influential observations in nonlinear regression modelling of groundwater flow. Water Resources Research, 34, 1623–1633. 890 Bibliography

YAKOWITZ, S. (1982). Dynamic programming applications in water resources. Water Resources Research, 18, 673–696. YAMAJI, A.. (2000). The multiple inverse method: a new technique to separate stresses from heterogeneous fault-slip data. Journal of Structural Geology, 22, 441–452. YAMAJI, A. and SATO, K. (2006). Distances for the solutions of stress tensor inversion in relation to misfit angles that accompany the solutions. Geophysical Journal International, 167, 913–942. YAMAJI, A., OTSUBO, M. and SATO, K. (2006). Palaeostress analysis using the Hough transform for separating stresses from heterogeneous fault-slip data. Journal of Structural Geology, 28, 980–990. YAMAMOTO, J.K. (1997). CONVEX_HULL – a Pascal program for determining the convex hull for planar sets. Computers & Geosciences, 23, 725–738. YAN, Z., GU, H., and CAI, C. (2013). Automatic fault tracking based on ant colony algorithms. Computers & Geosciences, 51, 269–281. YANG, C.-S. and KOUWE, W.F.P. (1995). Wireline log-cyclicity analysis as a tool for dating and correlating barren strata: an example from the Upper Rotliegend of The Netherlands. In: DUNAY, R.E. and HAILWOOD, E.A. (eds.). Non-biostratigraphical methods of dating and correlation. Special Publication 89. London, The Geological Society, 237–259. YANG, W. and LEHRMANN, D.J. (2003). Milankovich climatic signals in Lower Triassic (Olenekian) peritidal carbonate successions, Nanpanjiang Basin, South China. Palaeogeography, Plaaeoclimatology, Palaeoecology, 201, 283–306. YANG, X.-S. (2008). Mathematical modelling for earth sciences. Edinburgh, Dunedin Academic Press. YARUS, J.M. and CHAMBERS, R.L. (eds.) (1994). Stochastic modelling and geostatistics. Tulsa, OK, American Association of Petroleum Geologists. YATES, F. (1934). Contingency tables involving small numbers and the χ2 test. Supplement to the Journal of the Royal Statistical Society, 1 (2), 217–235. YATES, F. (1939). The comparative advantages of systematic and randomised arrangements in the design of agricultural and biological experiments. Biometrika, 30, 440–466. YEH, W.G. and TAUXE, G.W. (1971). Quasilinearization and the identification of aquifer parameters. Water Resources Research, 7, 375–381. YOËLI, P. (1967). The mechanisation of analytical hill-shading. The Cartographic Journal, 4, 82–88. YORK, D. (1966). Least squares fitting of a straight line. Canadian Journal of Physics, 44, 1079–1086. YORK, D. (1967). The best isochron. Earth and Planetary Science Letters, 2, 479–482. YORK, D. (1969). Least squares fitting of a straight line with correlated errors. Earth and Planetary Science Letters, 5, 320–324. YORKE, J.A. and LI, T.-Y. (1975). Period three implies chaos. American Mathematical Monthly, 82, 985–992. YOUDEN, W.J. (1954). Instrumental drift. Science, 120, 627–631. YOUDEN, W.J. and MEHLICH, A. (1937). Selection of efficient methods for soil sampling. Boyce Thompson Institute Contributions, 9,59–70. YOUNG, D.M. (1954). Iterative methods for solving partial difference equations of the elliptic type. Transactions of the American Mathematical Society, 76,92–111. YOUNG, D.M. (1970). Iterative solutions of large linear systems. New York, NY, Academic Press. YOUNG, D.M. (1989). A historical review of iterative methods. In: NASH, S.G. (ed.). A history of scientific computation. Reading, MA, Addison-Wesley, 180–194. YOUNG, J.R. (1833). The elements of analytical geometry. London, John Souter. 891 Bibliography

YOUNG, J.R. (1836). Elements of differential calculus: comprehending the general theory of curve surfaces and of curves of double curvature. 2nd edn., London, John Souter. YOUNG, J.R. (1841). Mathematical dissertations, for the use of students in modern analysis. London, J. Souter. YOUNG, J.R. (1850). The elements of analytical geometry; comprehending the doctrine of the conic sections, and the general theory of curves and surfaces of the second order. London, E.H. Butler. YOUNG, W.H. (1908). Note on monotone sequences of continuous functions. Proceedings of the Cambridge Philosophical Society, 14, 520–529. YPMA, T.J. (1995). Historical development of the Newton-Raphson method. SIAM Review, 37, 531–551. YU, L., PORWAL, A., HOLDEN, E.J. and DENTITH, M.C. (2012). Towards automatic lithological classification from remote sensing data using support vector machines. Computers & Geosciences, 45, 229–239. YU, S.-Y., COLMAN, S.M. and LI, L. (2016). BEMMA: A hierarchical Bayesian end-member modeling analysis of sediment grain-size distributions. Mathematical Geosciences, 48, 723–741. YU, Z. (1998). Applications of vector and parallel supercomputers to ground-water flow modelling. Computers & Geosciences, 23, 917–927. YUAN, L.-P. and VANDERPOOL, N.L. (1986). Drainage network simulation. Computers & Geosciences, 12, 653–665 YUAN, S., WANG, S. and TIAN, N. (2009). Swarm intelligence optimization and its application in geophysical data inversion. Applied Geophysics, 6, 166–174. YUE, W. and TAO, G. (2005). A new type of neural network for reservoir identification using geophysical well logs. Mathematical Geology, 37, 243–260. YUEN, D.A. (ed.) (1992). Chaotic processes in the geological sciences. The IMA Volumes in Mathematics and its Applications. 41. New York, NY, Springer-Verlag. YULE, G.U. (1903). Notes on the theory of association of attributes in Statistics, Biometrika, 2, 121–134. YULE, G.U. (1906). On the influence of bias and personal equation in statistics of ill-defined qualities. Journal of the Anthropological Institute of Great Britain and Ireland, 36, 325–381. YULE, G.U. (1911). An introduction to the theory of statistics. London, Griffin. YULE, G.U. (1922). On the application of the χ2 method to association and contingency tables, with experimental illustrations. Journal of the Royal Statistical Society, 85,95–104. YULE, G.U. (1927). On a method of investigating periodicities in disturbed series, with special reference to Wolfer's sunspot numbers. Philosophical Transactions of the Royal Society. Philo- sophical Transactions of the Royal Society, London, ser. A, 226, 267–298. YUNGUL, S.H. (1961). Magneto-telluric sounding three-layer interpretation curves. Geophysics, 26, 465–473. ZADEH, L.A. (1965). Fuzzy sets. Journal of Information and Control, 8, 338–353. ZADEH, L.A. (1975). Fuzzy logic and approximate reasoning. Synthese, 30, 407–428. ZADEH, L.A. (1983). The role of fuzzy logic in the management of expert systems. Fuzzy Sets and Systems, 11, 199–228. ZAPOROZEC, A. (1972). Graphical interpretation of water-quality data. Ground Water, 10,32–43. ZAVOIANU, I. (1985). Morphometry of drainage basins. Developments in Water Science 20. New York, NY, Elsevier. ZAYED, A.I. (1996). Handbook of function and generalized function transformations. Boca Raton, FL, CRC Press. ZEEMAN, E.C. (1971). Geometry of catastrophes. Times Literary Supplement, 10 December, 1556–1557. ZEEMAN, E.C. (1976). Catastrophe theory. Scientific American, 234,65–83. 892 Bibliography

ZEEMAN, P. (1896). Over den invloed eener magnetisatie op den aard van het door een stof uitgezonden licht [On the influence of magnetism on the nature of the light emitted by a substance]. Amsterdam, Koninklijke Akademie van Wetenschappen te Amsterdam. ZEHNER, B., WATANABE, N. and KOLDITZ, O. (2010). Visualization of gridded scalar data with uncertainty in the earth sciences. Computers & Geosciences, 36, 1268–1275. ZHAI, E. (2011). Application of statistics in earthquake hazard prediction. In: RONG, Y. (ed.). Practical environmental statistics and data analysis. St. Albans, ILM Publications, 67–80. ZHANG, T. and SCHULTZ, A. (1990). EXORCISE – An algorithm for detection of spurious values and prediction of missing data. Computers & Geosciences, 16, 1027–1065. ZHAO, C., HOBBS, B.E. and ORD, A. (2008). Convective and advective heat transfer in geological systems. Berlin, Springer-Verlag. ZHAO, D. (2015). Multiscale seismic tomography. Tokyo, Springer. ZHDANOV, M.S. (2002). Geophysical inverse theory and regularization problems. Methods in geochemistry and geophysics 36. Amsterdam, Elsevier. ZHOU, B. and GREENHALGH, S.A. (1994). Linear and parabolic τ-p transforms revisited. Geo- physics, 59, 1133–1149. ZHOU, D. (1989). ROPCA: A FORTRAN program for robust principal components analysis. Computers & Geosciences, 15,59–78. ZHOU, D., CHEN, H. and LOU, Y. (1991). The logratio approach to the classification of modern sediments and sedimentary environments in northern South China Sea. Mathematical Geology, 23, 157–165. ZHU, A.-Z. (2008). Rule-based mapping. In: WILSON, J.P. and FOTHERINGHAM, A.S. (eds.). The handbook of geographic information science. Oxford, John Wiley & Sons, 273–291. ZHUANG, J. (2011). Next-day earthquake forecasts for the Japan region generated by the ETAS model. Earth Planets Space, 63, 207–216. ZHUANG, J. and OGATA, Y. (2006). Properties of the probability distribution associated with the largest event in an earthquake cluster and their implications to foreshocks. Physical Review, ser. E, 73, 046134-1–046134-12 [online: http://dx.doi.org/10.1103/PhysRevE.73.046134]. ZHUANG, J., CHANG, C., OGATA, Y. and CHEN, Y. (2005). A study on the background and clustering seismicity in the Taiwan region by using point process models. Journal of Geophysical Research, 110 (B5), B05S18-1–B05S18-12 [online: http://dx.doi.org/10.1029/2004JB003157]. ZHUANG, J., OGATA, Y. and VERE-JONES, D. (2002). Stochastic declustering of space-time earthquake occurrences. Journal of American Statistical Association, 97, 369–380. ZIMMIE, T.F. and RIGGS, C.O. (eds.) (1981). Permeability and groundwater contaminant transport. A symposium sponsored by ASTM Committee D-18 on Rock and Soil for Engineering Purposes. Philadelphia, Pa. 17–23 June 1979. Special Technical Publication 7. Philadelphia, PA, American Society for Testing materials. ZINGG, T. (1935). Beitrag zur Schotteranalyse. Die Schotteranalyse und ihre Anwendung auf die Glattalschotter [Contribution to analysis of gravel. Gravel analysis and its application to the Glattal gravel]. Schweizerische Mineralogische und Petrologische Mitteilungen, 15,39–140. ZIPF, G.K. (1931). Selective studies and the principle of relative frequency in language. Cambridge, MS, Harvard University Press. ZITELLI, L.T. (1948). Repeller field shape as a factor in the design of broad-band reflex klystron receivers. Electronics Research Laboratory Technical Report 3, Stanford, CA, Stanford University. ZITKOVIC, G. (2013). The Lebesgue integral [online: https://www.ma.utexas.edu/users/gordanz/ notes/lebesgue_integration.pdf]. ZMUDA, A.J. (1957). Extrapolation of geomagnetic field components along a radius from the center of the Earth. Eos, Transactions American Geophysical Union, 38, 306–307. 893 Bibliography

ZOBEL, O.J. (1923a). Electrical wave filter. United States Patent Office, Patent number 1,615,212 [filed 1923, granted 1927]. ZOBEL, O.J. (1923b). Theory and design of uniform and composite electric wave filters. Bell Systems Technical Journal, 2,1–46. ZOBEL, O.J. (1923c). Transmission characteristics of electric wave filters. Bell System Technical Journal, 2, 567–620. ZUEHL, B.F. (1922). Measurement of auditory acuity with the Iowa pitch range audiometer. Psychological Monographs, 31,83–97. ZUO, R. and WANG, J. (2016). Fractal/multifractal modeling of geochemical data: a review. Journal of Geoschemical Exploration, 164,33–41. ZYGMUND, A. (1932). Trigonometrical series. Seria Monografie Matematyczne 5. Warsaw, Instytut Matematyczny Polskiej Akademii Nauk.