AbstractParallel domain decomposition algorithms for the solution of singularly perturbed semilinear elliptic problems are considered. Convergence properties and numerical stability of these iterative algorithms are established. Numerical experiments are provided
In the case of regular boundary value problems, effective numerical methods based on domain decompos...
. In this paper, we study several overlapping domain decomposition based iterative algorithms for th...
This paper deals with monotone finite difference iterative algorithms for solving nonlinear singular...
AbstractParallel domain decomposition algorithms for the solution of singularly perturbed semilinear...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to solving of ...
. Domain decomposition algorithms based on the Schwarz alternating method are developed for the nume...
A heterogeneous domain-decomposition method is presented for the numerical solution of singularly pe...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Abstract. In this paper, we propose an iterative method based on the equation decomposition techniqu...
AbstractParallel iterative algorithms combining a time discretization and domain decomposition metho...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Consider monotone finite difference iterative algorithms for solving coupled systems of semilinear e...
In the case of regular boundary value problems, effective numerical methods based on domain decompos...
. In this paper, we study several overlapping domain decomposition based iterative algorithms for th...
This paper deals with monotone finite difference iterative algorithms for solving nonlinear singular...
AbstractParallel domain decomposition algorithms for the solution of singularly perturbed semilinear...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to solving of ...
. Domain decomposition algorithms based on the Schwarz alternating method are developed for the nume...
A heterogeneous domain-decomposition method is presented for the numerical solution of singularly pe...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Abstract. In this paper, we propose an iterative method based on the equation decomposition techniqu...
AbstractParallel iterative algorithms combining a time discretization and domain decomposition metho...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Consider monotone finite difference iterative algorithms for solving coupled systems of semilinear e...
In the case of regular boundary value problems, effective numerical methods based on domain decompos...
. In this paper, we study several overlapping domain decomposition based iterative algorithms for th...
This paper deals with monotone finite difference iterative algorithms for solving nonlinear singular...
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