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Editorial Board

R. P. Agarwal Halifax, Nova Scotia Richard J. Fateman Dept. of Mathematical Sciences B3H 1W5 Canada Computer Sci. Divi., Florida Institute of Technology [email protected] Soda Hall #1776 150 West University Boulevard •Artificial intelligence University of California, Berkeley Melbourne, FL 32901-6975, U.S.A. •Computational Iinguistics Berkeley, CA 94720-1776 Agarwal@fit.edu U.S.A. •Difference equations Philippe G. Ciarlet [email protected] •Inequalities Laboratoire d’Analyse Numerique´ •Symbolic and algebraic computing Tour 55, Univ. Pierre et Marie Curie •Compilers and language John F. Ahner 4 place Jussieu, F-75005 implementation Department of Mathematics Paris, France •Data structures for scientific 1326 Stevenson Ctr. [email protected] computing Vanderbilt University Nashville, TN 37240, U.S.A. Hirsh Cohen H. Fujita [email protected] 11 Country Club Lane North Department of Mathematics • Scattering and potential theory Scarborough, NY 10510, U.S.A. School of Science and Technology • Integral equations [email protected] Meiji Univer., Higashimita Tama-Ku Kawasaki-shi 214 Maty´ as´ Arato´ Japan Leszek Demkowicz Mathematical Institute, Pf. 12 Texas Inst. for Computational & Debrecen 4010, Hungary Applied Mathematics Efim A. Galperin [email protected] ´ ´ University of Texas at Austin Departement de mathematiques •Time series ´ ´ ` ´ Austin, TX 78712, U.S.A. Universite du Quebec a Montreal •Stochastic processes [email protected] C.P. 8888, Succursale Centre Ville •Performance of computer systems ´ •Adaptive finite and boundary Montreal, Quebec element methods Canada H3C 3P8 R. F. Arenstorf •Computational acoustics and galperin.efi[email protected] • electromagnetics Nonconvex global optimization Ivo Babuska •Stability, control and games TICAM Peter J. Deuflhard The University of Texas at Austin Apostolos Gerasoulis Konrad-Zuse-Zentrum fur¨ TAY 2.400 Department of Informationstechnik Berlin (ZIB) Austin, TX 78712, U.S.A. Rutgers University Takustrasse 7 [email protected] New Brunswick, NJ 08903 D-14195 Berlin-Dahlem, Germany U.S.A. deufl[email protected] Nicola Bellomo [email protected] •Scientific computing Dipartimento di Matematica •Development of •Multilevel finite element methods Politecnico di Torino for parallel processing Corso Duca degli Abruzzi 24 1-10129 Torino, Italy John R. Dormand R. Glowinski [email protected] School of Comp. & Mathematics Dept. of Mathematics • Kinetic Boltzman models University of Teesside Univ. of Houston-UP, PGH 651 • Mathematical immunology Middlesbrough, Cleveland 4800 Calhoun Rd. •Complex differential models England TS1 3BA • Houston, TX 77004 Numerical methods for differential U.S.A. Achi Brandt equations [email protected] Dept. of Applied Mathematics Weizmann Institute of Science Yu. G. Evtushenko David Gottlieb Rehovot, Israel Computer Center Division of Applied Mathematics [email protected] Russian Academy of Sciences Brown University, Box F • Multiscale scientific computation 40 Vavilov Street Providence, RI 02912 117967 Moscow U.S.A. Nick J. Cercone Russia [email protected], Faculty of Computer Science [email protected] David [email protected] • Dalhousie University Nonlinear programming •Numerical methods • 6050 University Avenue Global optimization •Spectral methods for PDE’s

CAM 59:6 —continued overleaf Editorial Board — continued

Leslie Greengard One Brookings Drive Alexander Novikov Courant Institute of Math. Sciences St. Louis, MO 63130-4899, U.S.A. Steklov Mathematics Institute [email protected] Russian Academy of Science 251 Mercer Street •Computational mathematics Vavilov str. 42 New York, NY 10012, U.S.A. •p and h-p versions of the finite Moscow 117333 [email protected] element method Russia •Numerical methods •Numerical solutions of Hamilton- [email protected] •Potential theory Jacobi equations •Integral equations •Locational equilibrium problems Patrick Odell •Fast algorithms Baylor University, P.O. Box 97328 Waco, TX 76798, U.S.A. John W. Grove Mathematics Department •Matrix theory Applied Theoretical and College of Liberal Arts •Multivariate statistical analysis Computational Physics Division Boston University •Statistical modelling Group XHM, MS D413 111 Cummington St. Los Alamos National Laboratory Boston, MA 02215, U.S.A. J. Tinsley Oden Los Alamos, NM 87545, U.S.A. [email protected] Texas Institute for Computational [email protected] •Reaction-diffusion and Applied Mathematics •Computational fluid dynamics •Oscillatory nerve circuits The University of Texas at Austin •Partial differential equations 105 W. 26th St., SHC 304 Austin, TX 78712, U.S.A. Ji-Huan He Courant Institute of [email protected] Modern Textile Institute Mathematical Sciences •Mathematics of finite elements Donghua University New York University 1882 Yan’an Xilu Road 251 Mercer St. Steven A. Orszag Shanghai 200051, China New York, NY 10012, U.S.A. [email protected] [email protected] Dept. of Mathematics P.O. Box 208283 James M. Hyman New Haven, CT 06520-8283, U.S.A. T-7, MS B284 Ding Lee [email protected] Los Alamos National Laboratory Department of Computer Science •Numerical analysis Los Alamos, NM 87545, U.S.A. Yale University •Fluid dynamics [email protected] New Haven, CT 06520, U.S.A. • [email protected] Partial differential equations Eduardo L. Ortiz • •Numerical analysis Adaptive grid methods Imperial College •Computational acoustics E. F. Infante Mathematics Dpt., 180 Queen’s Gate London SW7 2BZ College of Arts and Science E. Stanley Lee England 301 Kirkland Hall Department of [email protected] Vanderbilt University Industrial Engineering •Tau method and related techniques Nashville, TN 37240, U.S.A. Kansas State University Manhattan, KS 66506, U.S.A. Masao Iri Shunji Osaki [email protected] Dept. of Information Dept. of Mathematical Sciences •Operations research & System Engineering Nanzan University •Uncertainty reasoning Faculty of Science and Engineering Nagoya 466-8673 •Optimization and decision making Chuo University Japan 1-13-27 Kasuga [email protected] Stefan Mittnik • Bunkyo-ku, Tokyo 112 Stochastic models Institute of Japan Statistics and Econometrics •Combinatorial optimization Victor Y. Pan Universitat¨ Kiel •Automatic differentiation and Dept. of Math. & Comp. Sci. Olshausenstr. 40 sensitivity analysis Lehman College D-24098 Kiel City University of New York I. Norman Katz Germany 250 Bedford Park Boulevard West Department of Electrical and [email protected] Bronx, NY 10468-1589, U.S.A. Systems Engineering •Econometrics [email protected] Washington University •Time series analysis v y [email protected] Campus Box 1040 •Financial modeling [email protected] Editorial Board — continued

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