Analysis of the parareal time-parallel time-integration method MJ Gander, S Vandewalle SIAM Journal on Scientific Computing 29 (2), 556-578, 2007 | 553 | 2007 |
Optimized Schwarz methods MJ Gander SIAM Journal on Numerical Analysis 44 (2), 699-731, 2006 | 499 | 2006 |
Optimized Schwarz methods without overlap for the Helmholtz equation MJ Gander, F Magoules, F Nataf SIAM Journal on Scientific Computing 24 (1), 38-60, 2002 | 478 | 2002 |
Why it is difficult to solve Helmholtz problems with classical iterative methods OG Ernst, MJ Gander Numerical analysis of multiscale problems, 325-363, 2011 | 447 | 2011 |
Schwarz methods over the course of time MJ Gander Electron. Trans. Numer. Anal 31 (5), 228-255, 2008 | 314 | 2008 |
50 years of time parallel time integration MJ Gander Multiple Shooting and Time Domain Decomposition Methods: MuS-TDD, Heidelberg …, 2015 | 282 | 2015 |
Optimized Schwarz waveform relaxation methods for advection reaction diffusion problems MJ Gander, L Halpern SIAM Journal on Numerical Analysis 45 (2), 666-697, 2007 | 244 | 2007 |
Space-time continuous analysis of waveform relaxation for the heat equation MJ Gander, AM Stuart SIAM Journal on Scientific Computing 19 (6), 2014-2031, 1998 | 227 | 1998 |
Nonlinear convergence analysis for the parareal algorithm MJ Gander, E Hairer Domain decomposition methods in science and engineering XVII, 45-56, 2008 | 218 | 2008 |
Optimal Schwarz waveform relaxation for the one dimensional wave equation MJ Gander, L Halpern, F Nataf SIAM Journal on Numerical Analysis 41 (5), 1643-1681, 2003 | 218 | 2003 |
Optimized Schwarz methods for Maxwell's equations V Dolean, MJ Gander, L Gerardo-Giorda SIAM Journal on Scientific Computing 31 (3), 2193-2213, 2009 | 185 | 2009 |
Analysis of a new space-time parallel multigrid algorithm for parabolic problems MJ Gander, M Neumuller SIAM Journal on Scientific Computing 38 (4), A2173-A2208, 2016 | 178 | 2016 |
A class of iterative solvers for the Helmholtz equation: Factorizations, sweeping preconditioners, source transfer, single layer potentials, polarized traces, and optimized … MJ Gander, H Zhang Siam Review 61 (1), 3-76, 2019 | 168 | 2019 |
Scientific computing-An introduction using Maple and MATLAB W Gander, MJ Gander, F Kwok Springer Science & Business, 2014 | 164 | 2014 |
A homographic best approximation problem with application to optimized Schwarz waveform relaxation D Bennequin, M Gander, L Halpern Mathematics of Computation 78 (265), 185-223, 2009 | 157 | 2009 |
An optimized Schwarz method with two‐sided Robin transmission conditions for the Helmholtz equation MJ Gander, L Halpern, F Magoules International journal for numerical methods in fluids 55 (2), 163-175, 2007 | 157 | 2007 |
From Euler, Ritz, and Galerkin to modern computing MJ Gander, G Wanner Siam Review 54 (4), 627-666, 2012 | 156 | 2012 |
Why restricted additive Schwarz converges faster than additive Schwarz E Efstathiou, MJ Gander BIT Numerical Mathematics 43 (5), 945-959, 2003 | 151 | 2003 |
Optimized schwarz methods MJ Gander, L Halpern, F Nataf Twelfth International Conference on Domain Decomposition Methods, Chiba …, 2001 | 151 | 2001 |
Optimal convergence for overlapping and non-overlapping Schwarz waveform relaxation MJ Gander, L Halpern, F Nataf Eleventh international Conference of Domain Decomposition Methods. ddm. org 2, 1, 1999 | 150 | 1999 |