Matrix-Based Multigrid: Theory and Applications (Numerical Methods and Algorithms #2) (Paperback)

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List of Figures List of Tables Preface Part I. Concepts and Preliminaries 1. The Multilevel-Multiscale Approach 2. Preliminaries Part II. Partial Differential Equations and Their Discretization 3. Finite Differences and Volumes 4. Finite Elements Part III. Numerical Solution of Large Sparse Linear Systems 5. Iterative Linear System Solvers 6. The Multigrid Iteration Part IV. Multigrid for Structured Grids 7. Automatic Multigrid 8. Applications in Image Processing 9. Black-Box Multigrid 10. The Indefinite Helmholtz Equation 11. Matrix-Based Semicoarsening Part V. Multigrid for Semi-Structured Grids 12. Multigrid for Locally Refined Meshes 13. Application to Semi-Structured Grids Part VI. Multigrid for Unstructured Grids 14. Domain Decomposition 15. The Algebraic Multilevel Method 16. Applications 17. Semialgebraic Multilevel for Systems of PDEs Part VII. Appendices 18. Time-Dependent Parabolic PDEs 19. Nonlinear Equations References Index.

Product Details
ISBN: 9781441943217
ISBN-10: 1441943218
Publisher: Springer
Publication Date: November 29th, 2010
Pages: 318
Language: English
Series: Numerical Methods and Algorithms