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Editorial Board CORE Metadata, citation and similar papers at core.ac.uk Provided by Elsevier - Publisher Connector Editorial Board R. P. Agarwal Nick Cercone Paul Erd6s Dept. of Mathematics Computer Science Department Hungarian Acad. of Science National University of Singapore Faculty of Mathematics Realtanoda utca 13-15 10 Kent Ridge Crescent University of Waterloo Budapest V Singapore 119260 Waterloo, Ontario Hungary matravip @leonis.nus.edu.sg Canada N2L 3G1 ncercone @uwatertoo.ca Yu. G. Evtuahenko John F. Ahner •Arb'ficial intelligence Computer Center Daptartment of Mathematics • Computational linguistics Russian Academy of Sciences 1326 Stevenson Ctr. 40 Vavilov Street Vanderbilt University Philippe G. Ciarlet 117967 Moscow Nashville, TN 37240, U.S.A. Laboratoire d'Analyse Num(~dque Russia ahnerjf @ctrvax.vanderbilt.edu Tour 55, Univ. Pierre et Marie Curie [email protected] • Scattering and potential theory 4 place Jussieu, F-75005 • Nonlinear programming • ntegral equations Paris, France • Global optimization S. Massoud Amin Hirsh Cohen Richard J. Fateman Strategic Science & Technology The Alfred P. Sloan Foundation Computer Science Division Electric Power Research Institute 630 Fifth Avenue, Suite 2550 Soda Hall #1776 3412 HUlview Avenue New York, NY 10111-0402 University of California, Berkeley Palo Alto, CA 94304-1395, U.S.A. U.S.A. Berkeley, CA 94720-1776, U.S.A. • Intelligent control cohen @sloan.org fate man @cs.berkeley.edu • Neuro-adaptive optimization • Symbolic and algebraic computing • Power and utility systems Alan J~ Davies • Compilers and language Department of Mathematics implementation M=ityds Arat6 University of Hertfordshire • Data structures for scientific Mathematical Institute Hatfield, Herts ALl 0 9AB computing Pf. 12 United Kingdom Debrecen 4010, Hungary A.J.Davies @herts.ac.uk George J. Fix III arato @math.klte.hu • Parallel computing Dept. of Mathematics • Time series • Boundary element methods Box 19408 • Stochastic processes Univ. of Texas, Arlington • Performance of computer systems Arlington, TX 76019, U.S.A. Leszek Demkowicz Richard F. Arenstorf Texas Inst. for Computational & H. Fujita Dept. of Mathematics Applied Mathematics Department of Mathematics Vanderbilt University University of Texas at Austin School of Science and Technology Nashville, TN 37240, U.S.A. Austin, TX 78712 Meiji University U.S.A. Higashimita Tama-Ku Ivo Babuska leszek@ ticam.utexas.edu Kawasaki-shi 214, Japan TICAM •Adaptive finite and boundary The University of Texas at Austin element methods Richard Gallagher TAY 2.400 • Computational acoustics and Clarkson University, Box 5500 Austin, TX 78712,U.S.A. electromagnetics Potsdam, NY 13699-5500, U.S.A. Friedrich L. Bauer Peter J. Deuflhsrd Efim A. Galperin Villenstrasse Nord 19 Konrad-Zuse-Zentrum for D(~partement de mathematiques D-82288 Kottgeisering, Germany Informationstechnik Berlin (ZIB) Universit6 du Qudbec & Montreal • Numerical analysis Takustrasse 7 C.P. 8888, Succursale Centre Ville • Programming methodology D-14195 Berlin-Dahlem Montrdal, Quebec Germany Canada H3C 3P8 Allan Borodin deuflhard @zib.de • Nonconvex global optimization Dept. of Computer Science • Scientific computing • Stability, control and games University of Toronto • Multilevel finite element methods Toronto, Ontario Apostolos Gerasoulis M5S 3G4 Canada Department of Computer Science John R. Dormand Rutgers University Achi Brandt School of Comp. & Mathematics New Brunswick, NJ 08903 Dept. of Applied Mathematics University of Teesside U.S.A. Weizmann Institute of Science Middlesbrough, Cleveland gerasiykus @cs.rutgers.edu Rehovot, Israel England TS1 3BA • Development of algorithms • Multiscale scientific computation [email protected] for parallel processing • Numerical methods for differentia/ CAMWA 37:1 equations ---continued overleaf Editorial Board- continued R. Glowinski James M. Hyman Murray S. Klamkin Dept. of Mathematics T-7, MS B284 Dept. of Mathematics Univ of Houston-UP, PGH 651 Los Alamos National Laboratory University of Alberta 4800 Calhoun Rd. Los Alamos, NM 87545, U.S.A. Edmonton, Alberta,T6G 2G1 Houston, TX 77004 jh @beta.lanl.gov Canada U.S.A. • Partial differentia/equations •Adaptive grid methods Donald E. Knuth David Gottlieb Dept. of Computer Science Division of Applied Mathematics Toshihide Ibaraki Stanford University Brown University Dept. of Applied Math. & Physics Stanford, CA 94305 Box F Graduate School of Engineering U.S.A. Providence, RI 02912 Kyoto University http://www-cs- U.S.A. Kyoto, Japan 606 faculty.stanford.edu/-knuth • Numerical methods ibaraki@ kuamp.kyoto-u.ac.jp • Spectral methods for PDE's • Combinatorial optimization Nancy Kopell • Discrete algorithms Mathematics Department Ronald I_ Graham College of Liberal Arts AT&T Labs E. F. Infante Boston University 180 Park Avenue College of Arts and Science 111 Cummington St. Bldg. 103 301 Kirkland Hall Boston, MA 02215 Florham Park, NJ 07932 Vanderbilt University U.S.A. U.S.A. Nashville, TN 37240, U.S.A. • Reaction-diffusion • Number theory Ettore.lnfante @vanderbiJt.edu • Oscillatory nerve circuits •Combinatorics .Algorithms Masao Iri J. C. Lagarias Dept. of Information & System Engg. AT&T Labs - Reseamh Leslie Greengard Faculty of Science and Engineering 180 Park Avenue Courant Institute of Math. Sciences Chuo University Florham Park, NJ 07932-0971 New York University 1-13-27 Kasuga U.S.A. 251 Mercer Street Bunkyo-ku, Tokyo 112, Japan jcl @research.att.com New York, NY 10012 iri @ise.chuo-u.ac.jp U.S.A. • Combinatorial optimization Peter Lax [email protected] • Automatic differentiation and Courant Inst. of Math. Sciences • Numerical methods sensitivity analysis New York University • Potential theory 251 Mercer St. • Integral equations Robert E. Kalaba New York, NY 10012 • Fast algorithms Department of Economics U.S.A. University of Southem California [email protected] Donald Greenspan Los Angeles, CA 90089-0253 Dept. of Mathematics U.S.A. Ding Lee Box 19408 Department of Computer Science Univ. of Texas at Arlington Samuel Karlin Yale University Arlington, TX 76019 Dept. of Mathematics New Haven, CT 06520 U.S.A. Stanford University U.S.A. B369DGX @utarlg.uta.edu Stanford, CA 94305 DingLeel @aol.com • Conservative dynamical systems U.S.A. • Numerical analysis • Molecular and particle modelling [email protected] • Computational acoustics John W. Grove I. Norman Katz E. Stanley Lee Applied Theoretical and Dept. of Systems Science Dept. of Industrial Engineering Computational Physics Division & Mathematics Kansas State University Group XHM, MS D413 Washington University Manhattan, KS 66506 Los Alamos National Laboratory Campus Box 1040 U.S.A. Los Alamos, NM 87545 One Brookings Drive eslee @ksu.edu U.S.A. St. Louis, MO 63130-4899 • Operations research j [email protected] U.S.A. • Uncertainty reasoning • Computational fluid dynamics [email protected] • Optimization and decision making • Partial differential equations • Computational mathematics • Fuzzy set theory • p and h-p versions of the finite Frank Harary element method J. L. Lions Department of Computer Science • Numerical solutions of Hamilton- Collbge de France New Mexico State University Jacobi equations Chaire d'Analyse Math~matique Las Cruces, NM 88003, U.S.A. • Locational equilibrium problems Des Systbmes et de leur Controle • Algorithm for parallel processing Paris, France Editorial Board -- continued Stefan Mittnik Victor Y. Pan Daniel D. Sleator Inst. of Statistics and Econometrics Department of Mathematics Department of Computer Science UniversitSt Kiel and Computer Science Camegie-Mellon University Olshausenstr. 40 Lehman College Pittsburgh, PA 15212 D-24098 Kiel, Germany City University of New York U.S.A. [email protected] 250 Bedford Park Boulevard West sleator @space.pc.cs.cmu.edu • Econometrics Bronx, NY 10468-1589, U.S.A. • Theoratica/computer science • Time series analysis vpan @Icvax.lehman.cuny.edu • Financial modeling • Algorithms R. P. Srivastav • Algebraic computation Department of Applied Mathematics, Alexander Novikov • Numerical computation & Statistics Steklov Mathematics Institute State University of New York Russian Academy of Science Linda Petzold at Stony Brook Vavilov str. 42 Dept. of Mechanical and Stony Brook, NY 11794-3600, U.S.A. Moscow 117333, Russia Environmental Engineering srivasta @ams.sunysb.edu alex@ novikov.mian.su University of California- • integral equations and transform Santa Barbara analysis Patrick Odell Engr. 2 Bldg., Room 2355 • Numerical solution of mixed Baylor University, P.O. Box 97328 Santa Barbara, CA 93106-5070 boundary value problems Waco, TX 76798, U.S.A. U.S.A. • Matrix theory petzold @engineering.ucsb.edu J. F. Traub • Multivariate statistical analysis Computer Science Dept. • Statistical modelling P. A. Raviart Columbia University Centre de Mathematiques 1214 Amsterdam Ave., MC0401 J. Tineley Oden Appliqu~es New York, NY 10027, U.S.A. Texas Institute for Computational Ecole Polytechnique and Applied Mathematics F-91128 Palaiseau Codex, France Eugene L. Wachepress The University of Texas at Austin mata@ cmapx.polytechnique.fr 9802 Montego Ct. 105 W. 26th St., SHC 304 Windsor, CA 95492-7961 Austin, TX 78712, U.S.A. Ervin Y. Rodin U.S.A. • Mathematics of finite elements Department of Systems Science genewachs @compuserve.com & Mathematics • ADI iteration Steven A. Orszag Washington University in St. Louis • Rational FEM elements Princeton University Campus Box 1040 • Nonsymmetric matrix eigenvalues 218 Fine Hall One Brookings Dr. Princeton, NJ 08544, U.S.A. St. Louis, MO 63130, U.S.A.
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