The topics in this volume range from basic research in numerical methods to applications in physics, mechanics, engineering, environmental science and other areas. These include: numerical methods (finite difference, finite element and boundary element methods; numerical methods of approximation theory; Monte-Carlo methods; preconditioning methods); parallel algorithms; applications of numerical methods.
Sample Chapter(s)
Computer-Aided Interval Interpolation (580 KB)
Contents:
- Multigrid and Domain Decomposition Methods for Unstructured Meshes (T F Chan et al.)
- Superconvergence of the Mixed Finite Element Approximations to Parabolic Equations (H Chen et al.)
- Overconvergent Monte-Carlo Methods for Density–Function Modeling Using B-Splines (I Dimov & A Karaivanova)
- Monte-Carlo Evaluation of Multivariate Normal Integrals and Sensitivity to Variate Ordering (D Elston et al.)
- Parallel Approximation with Self-Similar Functions (Bl Sendov)
- A Two-Level Stabilizing Framework for Interface Domain Decomposition Preconditioners (O Axelsson & P Vassilevski)
- Mixed Finite Element Methods Over Quadrilaterals (T Mathew & J Wang)
- Parallel Processing of Communication Protocols (Ch Engel & O Spaniol)
- Monte-Carlo Modeling of Quantum Electron Transport in Semiconductor Structures (C Jacoboni & M Nedjalkov)
- A Bounding Numerical Approach to Seismic Interaction between Adjacent Buildings (A A Liolios)
- and other papers
Readership: Applied mathematicians.