Lectures
Lecturer : Prof. Dr. Dirk Praetorius
Adaptive Boundary Element Methods: Error Estimation, Convergence, and OptimalityLecturer : Prof. Dr. Stefan Sauter
Retarded Potential Integral EquationsLecturer : Prof. Dr. Ralf Hiptmair
Boundary Integral Equations and the Boundary Element MethodLecturer : Dr. Toufic Abboud
Time Domain Boundary Element MethodsLecturer : Prof. Dr. Laurent Demanet
Fast Multipole Methods and Butterfly AlgorithmsLecturer : Prof. Dr. Steffen Boerm
Hierarchical MatricesMATLAB BEM library Hilbert
MATLAB BEM library Hilbert: documentation and sourcesParticipants' slides
Slides of Participants can be found hereLiterature
Markus Aurada, Samuel Ferraz-Leite, Dirk PraetoriusEstimator reduction and convergence of adaptive BEM
Alain Bossavit
A uniform rationale for Whitney forms on various supporting shapes
Emmanuel Candes, Laurent Demanet, Lexing Ying
A fast butterfly algorithm for the computation of fourier integral operators
C. Carstensen, M. Feischl, M. Page, D. Praetorius
Computers and Mathematics with Applications
Laurent Demanet
Fast algorithms for PDE and integral equations
Björn Engquist and Lexing Ying
Fast directional multilevel algorithms for oscillatory kernels
M. Feischl, M. Karkulik, J. M. Melenk, D. Praetorius
Quasi-optimal convergence rate for an adaptive boundary element method
S. Ferraz-Leite and D. Praetorius
Simple a posteriori error estimators for the h-version of the boundary element method
W. Hackbusch
Hierarchische Matrizen, Algorithmen und Analysis
George C. Hsiao and Wolfgang L. Wendland
Boundary Integral Equations
Stefan A. Sauter and Christoph Schwab
Boundary element methods
Olaf Steinbach
Numerical Approximation Methods for Elliptic Boundary Value Problems
Steffen Börm
Efficient numerical methods for non-local operators: H²-matrix compression, algorithms and analysis", EMS 2010
