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Multigrid Methods Click on picture to view full-size image Multigrid Methods

Stephen F. McCormick, Editor

Frontiers in Applied Mathematics 3

The book is directed toward readers who are well versed in related fields, especially the numerical solution of partial differential equations, but who are otherwise unfamiliar with the multigrid methods . . . this is a well-planned volume which deserves to be readily available to individuals and libraries." -- Hari M. Srivastava, Univ. of Victoria, Canada, Applied Mechanics Review, Vol. 42, No. 1, January 1989

A thoughtful consideration of the current level of development of multigrid methods, this volume is a carefully edited collection of papers that addresses its topic on several levels. The first three chapters orient the reader who is familiar with standard numerical techniques to multigrid methods, first by discussing multigrid in the context of standard techniques, second by detailing the mechanics of use of the method, and third by applying the basic method to some current problems in fluid dynamics. The fourth chapter provides a unified development, complete with theory, of algebraic multigrid (AMG), which is a linear equation solver based on multigrid principles. The last chapter is an ambitious development of a very general theory of multigrid methods for variationally posed problems. Included as an appendix is the latest edition of the Multigrid Bibliography, an attempted compilation of all existing research publications on multigrid.

Adopted for classroom use by Purdue University.


Introduction; Linear Multigrid Methods; Multigrid Approaches to the Euler Equations; Algebraic Multigrid; Variational Multigrid Theory; Appendix 1, MV Program Listing; Appendix 2, Multigrid Bibliography, KWIC Reference Guide

1987 / xvii + 282 pages / Softcover / ISBN-13: 978-1-611971-88-0
List Price $83.50 / SIAM Member Price $58.45 / Order Code FR03
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Banner art adapted from a figure by Hinke M. Osinga and Bernd Krauskopf (University of Auckland, NZ.)