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Advances in Numerical Methods and Applications cover

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.