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Tables of Contents for Numerical Methods in Applied Sciences
Chapter/Section Title
Page #
Page Count
Preface
i
2
Contributors
iii
Parallel Matrix Computations
1
19
Zhaojun Bai
Inverse Problems in Partial Differential Equations
20
19
Gang Bao
Spectral and Multiresolution Methods for PDE's
39
21
Wei Cai
Computational Methods for the Time Dependent Ginzburg-Landau Models of Superconductivity
60
18
Qiang Du
Projection Method for Viscous Incompressible Flows
78
19
Weinan E
Jian-guo Liu
Symplectic Integrators for Hamiltonian Systems
97
12
Zhong Ge
Fast Algorithms in Large-Scale Scientific Computing
109
20
Ming Gu
Vortex Methods for Incompressible Flows
129
26
Thomas Yizhao Hou
Numerical Methods for Nonconvex Variational Principles in Material Sciences
155
14
Ling Ma
On Finite Difference and Finite Element Shock Capturing Methods for Conservation Laws
169
19
Chi-wang Shu
Mixed Finite Element Methods
188
27
Junping Wang
Multigrid and Domain Decomposition Methods
215
22
Jinchao Xu
Progress in Linear Programming: Interior-Point Algorithms
237
23
Yinyu Ye
The SVD and Some Related Decompositions in Numerical Linear Algebra
260
18
Hongyuan Zha
Finite Element Methods for Solid Mechanics
278
Zhiming Zhang