International audienceGrid computing focuses on making use of a very large amount of resources from a large-scale computing environment. It intends to deliver high-performance computing over distributed platforms for computation and data-intensive applications. In this paper, we will present an effective parallel hybrid asynchronous method to solve large sparse linear systems by the use of a Grid Computing platform Grid5000. This hybrid method combines a parallel GMRES(m) (Generalized Minimum RESidual) algorithm with the Least Square method that needs some eigenvalues obtained from a parallel Arnoldi algorithm. All of these algorithms run on the different processors of the platform Grid5000. Grid5000, a 5000 CPUs nation-wide infrastructure ...
AbstractA method for simultaneous solution of large and sparse linearized equation sets and the corr...
The Flexible Generalized Minimal Residual method (FGMRES) is an attractive iterative solver for non-...
Nous étudions dans cette thèse une méthode hybride de résolution des systèmes linéaires GMRES/LS-Arn...
International audienceGrid computing focuses on making use of a very large amount of resources from ...
International audienceGrid computing in general is a special type of parallel computing. It intends ...
AbstractWe present a parallel hybrid asynchronous method to solve large sparse linear systems by the...
Many scientific and industrial problems need the resolution of nonsymmetric linear systems of large ...
International audienceIn this paper, we aim at exploiting the power computing of a graphics processi...
International audienceScientific applications very often rely on solving one or more linear systems....
International audienceSolving large sparse linear systems is essential in numerous scientific domain...
International audienceIn this paper, we show how to solve large sparse linear systems in a grid envi...
International audienceTraditional largesparselinearsolvers are not suited in agrid computing environ...
AbstractThe Flexible Generalized Minimal Residual method (FGMRES) is an attractive iterative solver ...
In this paper we describe an efficient iterative algorithm for solving large sparse linear systems o...
Abstract Efficiently solving large sparse linear systems on loosely coupled net-works of computers i...
AbstractA method for simultaneous solution of large and sparse linearized equation sets and the corr...
The Flexible Generalized Minimal Residual method (FGMRES) is an attractive iterative solver for non-...
Nous étudions dans cette thèse une méthode hybride de résolution des systèmes linéaires GMRES/LS-Arn...
International audienceGrid computing focuses on making use of a very large amount of resources from ...
International audienceGrid computing in general is a special type of parallel computing. It intends ...
AbstractWe present a parallel hybrid asynchronous method to solve large sparse linear systems by the...
Many scientific and industrial problems need the resolution of nonsymmetric linear systems of large ...
International audienceIn this paper, we aim at exploiting the power computing of a graphics processi...
International audienceScientific applications very often rely on solving one or more linear systems....
International audienceSolving large sparse linear systems is essential in numerous scientific domain...
International audienceIn this paper, we show how to solve large sparse linear systems in a grid envi...
International audienceTraditional largesparselinearsolvers are not suited in agrid computing environ...
AbstractThe Flexible Generalized Minimal Residual method (FGMRES) is an attractive iterative solver ...
In this paper we describe an efficient iterative algorithm for solving large sparse linear systems o...
Abstract Efficiently solving large sparse linear systems on loosely coupled net-works of computers i...
AbstractA method for simultaneous solution of large and sparse linearized equation sets and the corr...
The Flexible Generalized Minimal Residual method (FGMRES) is an attractive iterative solver for non-...
Nous étudions dans cette thèse une méthode hybride de résolution des systèmes linéaires GMRES/LS-Arn...