Current Fields of Research

Numerical Treatment of PDEs, Finite Element Method, Boundary Element Method (BEM), Different FEM-BEM-coupling Methods, Preconditioning of adaptive BEM and nonconforming BEM, Preconditioning of adaptive FEM-BEM couplings

Scientific Talks

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2014

M. Feischl, T. Führer, G. Mitscha-Eibl, D. Praetorius, E. Stephan: Convergence of adaptive BEM for the Faermann error estimator, 10th Austrian Numerical Analysis Day, Wien, 30.05.2014-31.05.2014.

M. Feischl, T. Führer, D. Praetorius, E. Stephan: Optimal preconditioning for the coupling of adaptive FEM and BEM, 12th Workshop on Fast Boundary Element Methods in Industrial Applications, Hirschegg/Kleinwalsertal, 25.09.2014-28.09.2014.

M. Feischl, T. Führer, D. Praetorius, E. Stephan: Optimal preconditioning for the coupling of adaptive finite elements and boundary elements, 11th World Congress on Computational Mechanics (WCCM XI), Barcelona, 20.07.2014-25.07.2014, 11th World Congress on Computational Mechanics (WCCM XI), (2014), S. 2108-2119. [www]

M. Feischl, T. Führer, D. Praetorius: Quasi-optimal AFEM for non-symmetric operators, The 12th European Finite Element Fair, Wien, 29.05.2014-30.05.2014. [abstract]