文档介绍：Parallel Iterative
Algorithms
From Sequential to puting
© 2008 by Taylor & Francis Group, LLC
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CHAPMAN & HALL/CRC
Numerical Analysis and puting
Aims and scope:
puting and numerical analysis provide invaluable tools for the sciences and engineering.
This series aims to capture new developments and summarize state-of-the-art methods over the
whole spectrum of these fields. It will include a broad range of textbooks, monographs and
handbooks. Volumes in theory, including discretisation techniques, numerical algorithms, multiscale
techniques, parallel and distributed algorithms, as well as applications of these methods in multi-
disciplinary fields, are e. The inclusion of concrete real-world examples is highly encouraged.
This series is meant to appeal to students and researchers in mathematics, engineering and
computational science.
Editors
Choi-Hong Lai Frédéric Magoulès
School puting and Applied Mathematics and
Mathematical Sciences Systems Laboratory
University of Greenwich Ecole Centrale Paris
Editorial Advisory Board
Mark Ainsworth Peter Jimack
Mathematics Department School puting
Strathclyde University University of Leeds
Todd Arbogast Takashi Kako
Institute putational Department puter Science
Engineering and Sciences The University of munications
The University of Texas at Austin
Peter Monk
Craig C. Douglas Department of Mathematical Sciences
Computer Science Department University of Delaware
University of Kentucky
Francois-Xavier Roux
Ivan Graham ONERA
Department of Mathematical Sciences
University of Bath Arthur . Veldman
Institute of Mathematics puting Science
University of Groningen
Proposals for the series should be submitted to one of the series editors above or directly to:
CRC Press, Taylor & Francis Group
24-25 Blades Court
Deodar Road
London SW15 2NU
UK
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© 2008 by Taylor & Francis Group, LLC
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