Multigrid

Ulrich Trottenberg (Author), Cornelius W. Oosterlee (Author), Anton Schuller (Author)

9780127010700

Hardback, published 20 November 2000

631 pages
23.4 x 19 x 3.4 cm, 1.4 kg

"...Multigrid is a useful book in many respects. It gives a clear introduction to the student, it is a handbook for the practitioner, and for the expert it is a good reference and a nice compilation of knowledge..." --Pieter W. Hemker in SIAM Review, Vol. 44, No. 1, 2002

"Multigrid is easily the best practical textbook in existence on multigrid methods...it represents a comprehensive guide with numerous valuable suggestions, warnings and hints which could previously have been learned only with direct contact with experts..." --Irad Yavneh in ZAMM- Journal of Applied Mathematics and Mechanics 83, No.11, 2003

Approx.631 pages

Preface
Introduction
Basic Multigrid I
Elementary Multigrid Theory
Local Fourier Analysis
Basic Multigrid II
Parallel Multigrid in Practice
More Advanced Multigrid
Multigrid for Systems of Equations
Adaptive Multigrid
Some More Multigrid Applications
Appendixes
An Introduction to Algebraic Multigrid (by Klaus Stuben)
Subspace Correction Methods and Multigrid Theory (by Peter Oswald)
Recent Developments in Multigrid Efficiency in Computational Fluid Dynamics (by Achi Brandt)
References
Index

Subject Areas: Applied mathematics [PBW], Numerical analysis [PBKS], Differential calculus & equations [PBKJ]