AbstractIn this article we analyzed the convergence of the Schwarz waveform relaxation method for solving the forward–backward heat equation. Numerical results are presented for a specific type of model problem
International audienceWe propose and analyse a parallel method, both in the time and space direction...
We present in this paper a proof of well-posedness and convergence for the parallel Schwar...
We introduce in this paper a new tool to prove the convergence of the overlapping optimized Schwarz ...
AbstractWe are interested in solving time dependent problems using domain decomposition methods. In ...
In this article we study the convergence of the overlapping Schwarz wave form relaxation method for ...
In this article we study the convergence and the error bound for the solution of the convection diff...
AbstractSome Schwarz waveform relaxation algorithms based on frequency domain analysis for parabolic...
In \cite{Bennequin:09:AHB} and \cite{Gander:2007:OSW}, D. Bennequin, M. Gander and L. Halpern show t...
Summary. We present overlapping Schwarz methods for the numerical solution of two model problems of ...
We present overlapping Schwarz methods for the numerical solution of two model problems of delay PDE...
We present in this paper a proof of well-posedness and convergence for the parallel Schwarz Waveform...
We are interested in solving heat equations with nonlinear dynamical boundary conditions by using do...
Schwarz waveform relaxation algorithms (SWR) are naturally parallel solvers for evolution partial di...
Schwarz waveform relaxation methods provide space-time parallelism for the solution of time dependen...
Waveform relaxation algorithms for partial differential equations (PDEs) are traditionally obtained ...
International audienceWe propose and analyse a parallel method, both in the time and space direction...
We present in this paper a proof of well-posedness and convergence for the parallel Schwar...
We introduce in this paper a new tool to prove the convergence of the overlapping optimized Schwarz ...
AbstractWe are interested in solving time dependent problems using domain decomposition methods. In ...
In this article we study the convergence of the overlapping Schwarz wave form relaxation method for ...
In this article we study the convergence and the error bound for the solution of the convection diff...
AbstractSome Schwarz waveform relaxation algorithms based on frequency domain analysis for parabolic...
In \cite{Bennequin:09:AHB} and \cite{Gander:2007:OSW}, D. Bennequin, M. Gander and L. Halpern show t...
Summary. We present overlapping Schwarz methods for the numerical solution of two model problems of ...
We present overlapping Schwarz methods for the numerical solution of two model problems of delay PDE...
We present in this paper a proof of well-posedness and convergence for the parallel Schwarz Waveform...
We are interested in solving heat equations with nonlinear dynamical boundary conditions by using do...
Schwarz waveform relaxation algorithms (SWR) are naturally parallel solvers for evolution partial di...
Schwarz waveform relaxation methods provide space-time parallelism for the solution of time dependen...
Waveform relaxation algorithms for partial differential equations (PDEs) are traditionally obtained ...
International audienceWe propose and analyse a parallel method, both in the time and space direction...
We present in this paper a proof of well-posedness and convergence for the parallel Schwar...
We introduce in this paper a new tool to prove the convergence of the overlapping optimized Schwarz ...
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