Decomposition Methods in Science and Engineering XV, Lecture Notes in Computational Science and Engineering, Springer-Verlag.Schwarz domain decomposition methods can be analyzed both at the continuous and discrete level. For consistent discretizations, one would naturally expect that the discretized method performs as predicted by the continuous analysis. We show in this short note for two model problems that this is not always the case, and that the discretization can both increase and decrease the convergence speed predicted by the continuous analysis
Abstract. We investigate the performance of algebraic optimized Schwarz methods used as precondition...
Abstract. The classical convergence result for the additive Schwarz preconditioner with coarse grid ...
Overlap is essential for the classical Schwarz method to be convergent when solving elliptic problem...
Decomposition Methods in Science and Engineering XV, Lecture Notes in Computational Science and Engi...
Schwarz domain decomposition methods can be analyzed both at the continuous and discrete level. For ...
Schwarz domain decomposition methods can be analyzed both at the continuous and discrete level. For ...
International audienceIn this paper, we investigate the effect of the space and time discretisation ...
Optimized Schwarz methods enhance convergence using optimized transmission conditions between subdom...
Overlap is essential for the classical Schwarz method to be convergent when solving elliptic problem...
The classical convergence result for the additive Schwarz preconditioner with coarse grid is based o...
Schwarz domain decomposition methods are the oldest domain decomposition methods. They were invented...
The classical convergence result for the additive Schwarz preconditioner with coarse grid ...
In this paper, we introduce a new approach for the convergence problem of optimized Schwarz methods ...
In this work we design new interface transmission conditions for a domain decomposition Schwarz algo...
In the ddCOSMO solvation model for the numerical simulation ofmolecules (chains of atoms), the unusu...
Abstract. We investigate the performance of algebraic optimized Schwarz methods used as precondition...
Abstract. The classical convergence result for the additive Schwarz preconditioner with coarse grid ...
Overlap is essential for the classical Schwarz method to be convergent when solving elliptic problem...
Decomposition Methods in Science and Engineering XV, Lecture Notes in Computational Science and Engi...
Schwarz domain decomposition methods can be analyzed both at the continuous and discrete level. For ...
Schwarz domain decomposition methods can be analyzed both at the continuous and discrete level. For ...
International audienceIn this paper, we investigate the effect of the space and time discretisation ...
Optimized Schwarz methods enhance convergence using optimized transmission conditions between subdom...
Overlap is essential for the classical Schwarz method to be convergent when solving elliptic problem...
The classical convergence result for the additive Schwarz preconditioner with coarse grid is based o...
Schwarz domain decomposition methods are the oldest domain decomposition methods. They were invented...
The classical convergence result for the additive Schwarz preconditioner with coarse grid ...
In this paper, we introduce a new approach for the convergence problem of optimized Schwarz methods ...
In this work we design new interface transmission conditions for a domain decomposition Schwarz algo...
In the ddCOSMO solvation model for the numerical simulation ofmolecules (chains of atoms), the unusu...
Abstract. We investigate the performance of algebraic optimized Schwarz methods used as precondition...
Abstract. The classical convergence result for the additive Schwarz preconditioner with coarse grid ...
Overlap is essential for the classical Schwarz method to be convergent when solving elliptic problem...