PRECONDITIONED ITERATIVE METHODS

Le Monde En Tique

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Ouvrage 9782881249563 : PRECONDITIONED ITERATIVE METHODS
Precondition Gradient Methods emerged in
the early 1970s as
the most impressive algorithm for the
large sparse definite
problems. The method has gained large
acceptance throughout
the world since then and undergone rapid
development. The
method has been generalized to
non-symmetric and indefinite
problems, domain decomposition,
eigenvalue problems, and
many other application areas. The
analysis of the
preconditioning strategy is both a
mathematically fascinating
and complex topic. Since the topic
appears to be expanding in
importance, it was felt opportune to
present this volume
containing papers on preconditioned
iterative methods,
Incomplete Factorisation and SSOR
preconditioning and the
Preconditioned Conjugate Gradient Method
covering symmetric
and non-symmetric systems on computers
(vector and parallel)
for finite element and computational
fluid dynamic applications.
This volume serves as a useful companion
volume to the
previously published Preconditioning
Methods: Theory and
Applications (Topics in Computer
Mathematics, No. 1). It brings
together for the first time in one place
research into
preconditioning methods undertaken in
the last five years and
thus provides an important reference
source for researchers.


Auteur : EVANS
Editeur : GORDON AND BREACH
Nombre de pages : 488
Date de publication : 09 1994

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