Jean-Matthieu Gallard
Jean-Matthieu Gallard
Verified email at
Cited by
Cited by
ExaHyPE: an engine for parallel dynamically adaptive simulations of wave problems
A Reinarz, DE Charrier, M Bader, L Bovard, M Dumbser, K Duru, F Fambri, ...
Computer Physics Communications 254, 107251, 2020
Influence of a-posteriori subcell limiting on fault frequency in higher-order DG schemes
A Reinarz, JM Gallard, M Bader
2018 IEEE/ACM 8th Workshop on Fault Tolerance for HPC at eXtreme Scale (FTXS …, 2018
Role-oriented code generation in an engine for solving hyperbolic PDE systems
JM Gallard, L Krenz, L Rannabauer, A Reinarz, M Bader
Tools and Techniques for High Performance Computing, 111-128, 2019
Vectorization and Minimization of Memory Footprint for Linear High-Order Discontinuous Galerkin Schemes
JM Gallard, L Rannabauer, A Reinarz, M Bader
2020 IEEE International Parallel and Distributed Processing Symposium …, 2020
Optimization, implementation and evaluation of the FFT-accelerated fast multipole method
JM Gallard
Fast multipole method in MarDyn: FFT acceleration of the M2L phase
JM Gallard
Template-based code generation for a customizable high-performance hyperbolic PDE engine
JM Gallard
Technische Universität München, 2021
Role-Oriented Code Generation in ExaHyPE
M Bader, JM Gallard, L Rannabauer, A Reinarz, T Weinzierl
SIAM Conference on Computational Science and Engineering 2021, 2021
Solving Hyperbolic PDE Systems with ExaHyPE
M Bader, JM Gallard, L Rannabauer, A Reinarz, M Dumbser, AA Gabriel, ...
2020 SIAM Conference on Parallel Processing for Scientific Computing, 2020
Code generation for a high order ADER-DG solver in a hyperbolic PDE engine
JM Gallard
PARNUM 2017 International Workshop on Parallel Numerics April 19–21, 2017 …, 2017
ExaHyPE, an Exascale Hyperbolic PDE Engine
JM Gallard
Parallel Numerics 2017, 2017
A Highly Optimized Implementation of the Fast Multipole Method within the Molecular Dynamics Code ls1-mardyn
N Tchipev, JM Gallard, F Gratl, M Obersteiner, P Neumann, HJ Bungartz
Comparison of Solid Harmonics and Cartesian Taylor Expansions for the Fast Multipole Method for Laplacian Potentials
N Tchipev, JM Gallard, P Neumann, HJ Bungartz
Main Themes, 252, 2016
Lehrstuhl für Wissenschaftliches Rechnen
JM Gallard
The system can't perform the operation now. Try again later.
Articles 1–14