Editors
Editor-in-Chief:
Chi-Wang Shu
Brown University, Providence, RI, USA
Finite difference and finite element methods for PDE; computational fluid dynamics
Associate Editors:
Sigal Gottlieb
University of Massachusetts at Dartmouth, MA, USA
Time discretization techniques; numerical methods for hyperbolic PDEs
Bertil Gustafsson
Uppsala University, Sweden
Difference methods for time-dependent PDE; computational wave propagation and fluid dynamics
Yvon Maday
CNRS and Université Pierre et Marie Curie, Paris, France
Spectral and spectral element methods
Stanley Osher
UCLA, CA, USA
Level set methods; PDE based image science; numerical solution of hyperbolic equations
Editorial Board:
Rémi Abgrall
Universität Zürich, Switzerland
Finite difference and finite element methods for PDE; computational fluid dynamics; hyperbolic problems; multiphase and interface problems; Hamilton Jacobi equations
Necdet Serhat Aybat
The Pennsylvania State University, PA, USA
Optimization
Blanca Ayuso de Dios
Universita degli Studi Milano, Bicocca, Italy
Finite Element Methods; numerical methods for PDEs; preconditioning techniques
Lourenco Beirao da Veiga
Universita di Milano-Bicocca, Italy
Finite element method, polygonal schemes
Jacques Blum
Université de Nice-Sophia-Antipolis, France
Inverse problems; data assimilation for environmental problems; optimal control of PDE; plasma physics; oceanography
Raymond Chan
City University of Hong Kong, Hong Kong
Numerical linear algebra, image processing
Bernardo Cockburn
University of Minnesota, Minneapolis, USA
Finite element methods; nonlinear conservation laws; computational fluid flow; computational structural mechanics
Kai Diethelm
University of Applied Sciences Würzburg-Schweinfurt, Germany
Fractional calculus, numerical integration, approximation theory, parallel numerical algorithms
Michael Dumbser
University of Trento, Italy
High order and finite volume discontinuous Galerkin schemes, computational fluid dynamics, magnetohydrodynamics, numerical general relativity, Lagrangian schemes on moving meshes, adaptive mesh refinement
Alexandre Ern
CERMICS, ENPC, France
Finite elements, discontinuous Galerkin, a posteriori error estimates
Anne Gelb
Dartmouth College, Hanover, NH, USA
Finite difference and spectral methods for solving PDEs; Gibbs phenomenon; edge detection from Fourier data
Nicola Guglielmi
Gran Sasso Science Institute, Italy
Numerical analysis of ODEs and DDEs, stability analysis of dynamical systems, ODE methods in matrix theory
Cory D. Hauck
Oakridge National Laboratory, TN, USA
kinetic equations and hyperbolic partial differential equations, multiscale methods, radiation transport, plasma physics, and computational gas dynamics
Jan S. Hesthaven
École Polytechnique Fédérale de Lausanne (EPFL)
High-order finite difference, finite elements, finite volume, and spectral methods for PDEs; computational electromagnetics and plasma physics
Antony Jameson
Texas A&M University, Texas, USA
Computational fluid dynamics
Shidong Jiang
Flatiron Institute, New York, USA
Integral equation methods, fast algorithms
Lili Ju
University of South Carolina, USA
Numerical partial differential equations, phase field methods, computational geoscience, deep learning algorithms
Li-Shi Luo
Old Dominion University, Norfolk, VA and Beijing Computational Science Research Center, China
Kinetic methods for computational fluid dynamics; non-equilibrium flows; complex fluids
Shiqian Ma
Rice University, Houston, TX, USA
Optimization
Michael Ng
Hong Kong Baptist University, Hong Kong
Numerical linear algebra, image processing
Ilaria Perugia
University of Vienna, Austria
Finite element methods, wave propagation problems
Lothar Reichel
Kent State University, OH, USA
Numerical linear algebra; computational issues in inverse problems
Giuseppe Rodriguez
University of Cagliari, Italy
Inverse problems, integral equations, complex network analysis and numerical linear algebra
Jennifer Ryan
KTH Royal Institute of Technology, Stockholm, Sweden
High order numerical methods
Pierre Sagaut
LMM - UPMC/CNRS, Paris, France
Computational fluid dynamics; aeroacoustics; finite-difference/finite volume schemes; turbulence
Norikazu Saito
The University of Tokyo, Japan
Finite element method, finite volume method, numerical methods for evolution equations
Christoph Schwab
ETHZ, Switzerland
Finite element methods, high-dimensional numerical analysis, computational uncertainty quantification
Rémi Sentis
CEA/Bruyères (service SEL), France
Monte-Carlo methods for PDE; transport equations; modelling and numerical simulations for plasma physics; asymptotic analysis
Jie Shen
Eastern Institute of Technology, Ningbo, China
Spectral methods; computational fluid dynamics
David J. Silvester
University of Manchester, United Kingdom
Numerical analysis; fluid mechanics
Martin Stynes
Beijing Computational Science Research Center, China
Singularly perturbed differential equations; Fractional-derivative differential equations
Tao Tang
The Hong Kong Baptist University, China
Adaptive grid methods; finite difference methods and spectral methods for PDEs
Roger Temam
Indiana University, IN, USA
Classical and geophysical fluid dynamics
Vladimir A. Titarev
Russian Academy of Sciences, Moscow, Russsia
High order methods, computational fluid dynamics
Michael Tretyakov
University of Nottingham, United Kingdom
Stochastic numerics, uncertainty quantification, financial mathematics, stochastic modelling
Stefan Ulbrich
TU Darmstadt, Germany
Optimization; optimal control of PDEs; variational inequalities
Raf Vandebril
KU Leuven, Belgium
Numerical linear algebra; Riemannian optimization; eigenvalue algorithms; Krylov methods
Li-Lian Wang
Nanyang Technological University, Singapore
Spectral and high-order methods; numerical solutions of PDEs with singular and nonlocal operators; computational electromagnetics
Zaiwen Wen
Peking University, China
Optimization
Yulong Xing
The Ohio State University, USA
High order finite element; finite difference/volume methods; temporal discretization; structure-preserving method; deterministic and stochastic equations
Yan Xu
University of Science and Technology of China, Hefei, China
numerical methods for partial differential equations, finite element methods
Lexing Ying
Stanford University, Palo Alto, California, USA
scientific computing, numerical analysis
Ya-xiang Yuan
Chinese Academy of Sciences, China
Optimization
Yong-Tao Zhang
University of Notre Dame, IN, USA
Numerical methods for partial differential equations
Tao Zhou
Chinese Academy of Sciences. China
Uncertainty quantification, Scientific machine learning, phase field computations, backward SDEs
Jun Zou
The Chinese University of Hong Kong, China
Inverse problems, preconditioning methods, computational electromagnetism, finite element methods