Asynchronous parallel multi-splitting mixed methods
Résumé
The present study deals with the solution of univalued pseudo - linear problems using parallel asynchronous multisplitting methods . With appropriate and realistic assumptions, the behavior of such parallel iterative algorithms will be analyzed by contraction techniques. An application to a discretized boundary value problem is presented and the parallel experiments are analyzed.
Mots clés
asynchronous parallel algoritm high performance computing multisplitting methods Krylov method Newton method discretized pseudo-linear problem large scale systems nonlinear boundary value problems
asynchronous parallel algoritm
high performance computing
multisplitting methods
Krylov method
Newton method
discretized pseudo-linear problem
large scale systems
nonlinear boundary value problems
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