• Numerik von (parametrischen) PDEs
  • adaptive FEM
  • adaptive BEM

  1. A. Freiszlinger, D. Pauly, D. Praetorius: Convergence of adaptive boundary element methods driven by functional a posteriori error estimates, [arxiv:2506.10499], 2025
  2. A. Freiszlinger, D. Pauly, D. Praetorius, M. Schomburg: New a posteriori estimates for full-space transmission problems, [arxiv:2602.14588], 2026
  3. M. Brunner, A. Freiszlinger, D. Pauly, D. Praetorius: Optimal convergence of adaptive BEM driven by functional-type error estimators, [arxiv:2608.04556], 2026

  1. A. Freiszlinger, D. Pauly, D. Praetorius: Convergence of adaptive BEM driven by functional a posteriori error estimates, Austrian Numerical Analysis Day, Salzburg, 09. May 2025 [Folien]
  2. M. Brunner, A. Freiszlinger, D. Pauly, D. Praetorius: Optimal convergence of ABEM driven by functional error estimators, Austrian Söllerhaus Workshop, Kleinwalsertal, 25. September 2026 [Folien]