Boundary Elements: Implementation and Analysis of Advanced Algorithms

Multiscale methods for boundary integral equations and their application to boundary value problems in scattering theory and geodesy.- Cubature techniques for 3-D Galerkin BEM.- A Galerkin-type boundary element implementation for 3D elasticity problems by using a computer algebra system.- Preconditioning boundary element equations.- Local a-posteriori error estimators for the discretization of boundary integral equations.- On spline approximation methods for singular integral equations over plane domains.- Hierarchical basis preconditioned for coupled FEM-BEM equations.- Multigrid and multipole techniques in the boundary integral equation methods.- Rapid parallel evaluation of integrals in potential theory on general three dimensional regions.- Additive Schwarz methods for weakly singular integral equations in IR3 — the p-version.- Adaptive schemes for multiscale discretisations of boundary integral equations.- Domain decomposition boundary element methods: preprocessing and parallel solution.- Object oriented design aspects for boundary element methods.- Parallel setup for Galerkin equation system for a geodetic boundary value problem.- On the implementation of the h-p-boundary element method on curved surfaces.- Realization of hp-Galerkin BEM in IR3.- A symmetrical boundary element formulation for sound transmission through cabin walls.- An extraction technique for boundary element methods.- Fast solvers for the symmetric boundary element method.- A two-grid method for coupling FEM and BEM in elasticity.- A multipole boundary element method for two dimensional elastostatics.- List of participants.- How to contact the authors by email.