Fast Boundary Element Methods in Industrial Applications 2003
M. Bebendorf (Leipzig)	Fast parallel solution of boundary integral equations and related problems
J. Breuer (Stuttgart)	Modellierung der Temperaturverteilung bei der Luftkühlung von elektrischen Schaltanlagen
A. Buchau (Stuttgart)	FMM based solution of electrostatic and magnetostatic field problems
F. Duddeck (München)	The Fourier transformed Boundary Element Method - an alternative formulation of problems where the fundamental solution is not known analytically
M. Fischer (Stuttgart)	Fast Multipole BEM for structural-acoustics simulation
H. Harbrecht (Kiel)	Shape optimization using Wavelet BEM
R. Hiptmair (Zürich)	Coercive combined field integral equations
U. Kähler (Chemnitz)	Wavelet based matrix compression for boundary integral equations on complex geometries
B. Khoromskij (Leipzig)	Direct Schur complement method by domain decomposition via the H matrix technique
K. Kolk (Erlangen)	Analyse von 3D Rissproblemen mit der BEM unter Verwendung der Multipole Methode
S. Kurz (Hamburg)	Discretization of the double curl equation by discrete differential forms and collocation techniques I
G. Of (Stuttgart)	Die Multipol-Randelementmethode in industriellen Anwendungen
J. Ostrowski (Zürich)	Fast evaluation of boundary integral operators arising from an eddy current problem
D. Pusch (Linz)	Algebraic multigrid preconditioners for Adaptive Cross Approximated boundary element matrices
O. Rain (Stuttgart)	Discretization of the double curl equation by discrete differential forms and collocation techniques II
V. Rutka (Kaiserslautern)	EJIIM for boundary value problems in 3D elastic microstructures
R. Schneider (Kiel)	Adaptive Wavelet based fast solution of BEM
R. Sonnenschein (Friedrichshafen)	Simulation der Sprühlackierung von Fahrzeugen
M. Stolper (Saarbrücken)	A new numerical scheme for the Dirichlet BVP for the Helmholtz equation based on the Fourier transform