Add to ORKGIn this work we design new interface transmission conditions for a domain decomposition Schwarz algorithm for the Euler equations in 2 dimensions. These new interface conditions are designed to improve the convergence properties of the Schwarz algorithm. These conditions depend on a few parameters and they generalize the classical ones. Numerical results illustrate the effectiveness of the new interface conditions
Optimized Schwarz methods are iterative domain decomposition procedures with greatly improved conver...
The aim of this paper is to develop new optimized Schwarz algorithms for the one dimensional Schrödi...
International audienceOptimized Schwarz methods (OSM) are very popular methods which were introduced...
SubmittedInternational audienceIn this work we design a new domain decomposition method for the Eule...
we report on a preliminary convergence analysis of a domain decomposition method for solving the Eul...
Le mémoire de cette thèse porte sur le algorithmes par décomposition de domaine sans recouvrement po...
In this work we present an overview of some classical and new domain decomposition methods for the r...
The objective of this thesis is to design an efficient domain decomposition method to solve solid an...
We define optimal interface conditions for the additive Schwarz method (ASM) in the sense that conve...
International audienceIn this study we present a global-in-time non-overlapping Schwarz method appli...
International audienceIn this work we present optimized interface conditions for the Schwarz domain ...
International audienceThis paper studies the application of two-level Schwarz algorithms to several ...
International audienceThis paper presents a study of optimized Schwarz domain decomposition methods ...
International audienceThis paper deals with two domain decomposition methods for two dimensional lin...
L'objectif de cette thèse est la conception, l'analyse et l'implémentation d'une méthode de décompos...
Optimized Schwarz methods are iterative domain decomposition procedures with greatly improved conver...
The aim of this paper is to develop new optimized Schwarz algorithms for the one dimensional Schrödi...
International audienceOptimized Schwarz methods (OSM) are very popular methods which were introduced...
SubmittedInternational audienceIn this work we design a new domain decomposition method for the Eule...
we report on a preliminary convergence analysis of a domain decomposition method for solving the Eul...
Le mémoire de cette thèse porte sur le algorithmes par décomposition de domaine sans recouvrement po...
In this work we present an overview of some classical and new domain decomposition methods for the r...
The objective of this thesis is to design an efficient domain decomposition method to solve solid an...
We define optimal interface conditions for the additive Schwarz method (ASM) in the sense that conve...
International audienceIn this study we present a global-in-time non-overlapping Schwarz method appli...
International audienceIn this work we present optimized interface conditions for the Schwarz domain ...
International audienceThis paper studies the application of two-level Schwarz algorithms to several ...
International audienceThis paper presents a study of optimized Schwarz domain decomposition methods ...
International audienceThis paper deals with two domain decomposition methods for two dimensional lin...
L'objectif de cette thèse est la conception, l'analyse et l'implémentation d'une méthode de décompos...
Optimized Schwarz methods are iterative domain decomposition procedures with greatly improved conver...
The aim of this paper is to develop new optimized Schwarz algorithms for the one dimensional Schrödi...
International audienceOptimized Schwarz methods (OSM) are very popular methods which were introduced...