In this paper, we introduce a new approach for the convergence problem of optimized Schwarz methods by studying a generalization of these methods for a semilinear elliptic equation. We study the behavior of the algorithm when the overlapping length is large
One level overlapping Schwarz domain decomposition preconditioners can be viewed as a generalization...
AbstractThe Schwarz Alternating Method can be used to solve elliptic boundary value problems on doma...
In this lecture, we concern the numerical solution of PDE problems and describe overlapping domain d...
In this paper, we introduce a new approach for the convergence problem of optimized Schwarz methods ...
In this paper we study how the overlapping size influences the convergence rate of an optimized Schw...
Optimized Schwarz methods enhance convergence using optimized transmission conditions between subdom...
summary:We generalize the overlapping Schwarz domain decomposition method to problems of linear elas...
International audienceThe classical Schwarz method is a domain decomposition method to solve ellipti...
The Schwarz Alternating Method can be used to solve elliptic boundary value problems on domains whic...
The aim of this thesis is to introduce the Bank-Jimack domain decomposition method and study its con...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
. In this paper, we study several overlapping domain decomposition based iterative algorithms for th...
We introduce in this paper a new tool to prove the convergence of the overlapping optimized Schwarz ...
We present a convergence and error bound study for domain-decomposition methods with very small doma...
Optimized Schwarz Methods (OSM) are Domain Decomposition (DD) methods for solving efficiently PDEs b...
One level overlapping Schwarz domain decomposition preconditioners can be viewed as a generalization...
AbstractThe Schwarz Alternating Method can be used to solve elliptic boundary value problems on doma...
In this lecture, we concern the numerical solution of PDE problems and describe overlapping domain d...
In this paper, we introduce a new approach for the convergence problem of optimized Schwarz methods ...
In this paper we study how the overlapping size influences the convergence rate of an optimized Schw...
Optimized Schwarz methods enhance convergence using optimized transmission conditions between subdom...
summary:We generalize the overlapping Schwarz domain decomposition method to problems of linear elas...
International audienceThe classical Schwarz method is a domain decomposition method to solve ellipti...
The Schwarz Alternating Method can be used to solve elliptic boundary value problems on domains whic...
The aim of this thesis is to introduce the Bank-Jimack domain decomposition method and study its con...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
. In this paper, we study several overlapping domain decomposition based iterative algorithms for th...
We introduce in this paper a new tool to prove the convergence of the overlapping optimized Schwarz ...
We present a convergence and error bound study for domain-decomposition methods with very small doma...
Optimized Schwarz Methods (OSM) are Domain Decomposition (DD) methods for solving efficiently PDEs b...
One level overlapping Schwarz domain decomposition preconditioners can be viewed as a generalization...
AbstractThe Schwarz Alternating Method can be used to solve elliptic boundary value problems on doma...
In this lecture, we concern the numerical solution of PDE problems and describe overlapping domain d...
DOI
Add to ORKG