Peking University Series in Mathematics - Vol. 2
NUMERICAL METHODS FOR EXTERIOR PROBLEMS
by Ying Lung-An (Peking University & Xiamen University, China)
Table of Contents (69k)
Preface (70k)
Chapter 1: Exterior Problems of Partial Differential Equations (1,839k)
This book provides a comprehensive introduction to the numerical methods for the exterior problems in partial differential equations frequently encountered in science and engineering computing. The coverage includes both traditional and novel methods. A concise introduction to the well-posedness of the problems is given, establishing a solid foundation for the methods.
Contents:
- Exterior Problems of Partial Differential Equations
- Boundary
Element Method
- Infinite Element Method
- Artificial Boundary Conditions
- Perfectly Matched Layer Method
- Spectral Method
Readership: Researchers in numerical and computational mathematics; also
useful as a textbook for graduate students.
“… the presentation is clear, combines traditional and new investigation methods and considers very important classes of exterior problems that model real world phenomena.”
| 280pp |
Pub. date: Nov 2006 |
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