Markus Wess

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Contact

now at ENSTA Paris

new homepage


Email: markus.wess[at]ensta-paris.fr

Research Interests

scattering and resonance problems, perfectly matched layers, Hardy space infinite elements


Recent Work

  • Nannen, L. and Wess, M. Complex scaled infinite elements for exterior Helmholtz problems, submitted, arXiv

Publications

  • Nannen, L. and Wess, M. (2018) Computing scattering resonances using perfectly matched layers with frequency dependent scaling functions, BIT Numerical Mathematics, pp 1-23, pdf


Recent & Upcoming Talks (selection)

  • Infinite elements for exterior Helmholtz resonance problems based on a frequency dependent complex scaling, ESCO 2020, Pilsen, Czech Republic, June 2020, abstract
  • Complex Scaled Infinite Elements for Wave Equations in Heterogeneous Open Systems, 14th International Conference on Mathematical and Numerical Aspects of Wave Propagation, Vienna, Austria, August 2019, extended abstract
  • Infinite elements for exterior Helmholtz resonance problems based on a frequency dependent complex scaling, MAFELAP 2019, London, UK, June 2019, abstract
  • Infinite elements for exterior Helmholtz resonance problems based on a frequency dependent complex scaling, 90th GAMM Annual Meeting, Vienna, Austria, February 2019, abstract
  • Exact complex scalings based on Hardy space infinite elements, Conference on Mathematics of Wave Phenomena, Karlsruhe, Germany, July 2018, abstract
  • Frequency dependent complex scaling for exterior Helmholtz resonance Problems, Austrian Numerical Analysis Day, Klagenfurt, Austria May 2018, abstract
  • Discrete resonances of the complex scaled Helmholtz equation, 13th International Conference on Mathematical and Numerical Aspects of Wave Propagation, Minneapolis, USA, June 2017, extended abstract
  • Perfectly matched layers in NGSolve, NGSolve User Meeting, Vienna, Austria, June 2017
  • Solving resonance problems on unbounded domains using finite elements and complex scaling, Vienna Young Scientists Symposium, Vienna, Austria, June 2017, abstract
  • A frequency dependent complex scaling for Helmholtz resonance Problems, Austrian Numerical Analysis Day, Innsbruck, Austria, May 2016, abstract

Theses

  • Frequency-Dependent Complex-Scaled Infinite Elements for Exterior Helmholtz Resonance Problems, 2020, PhD. Thesis pdf
  • A characterization of univalent functions on the complex unit disc by indefinite inner product spaces, 2015, Masters' Thesis pdf