Dr. Hauke SassInstitut für Geometrie und Praktische MathematikRWTH Aachen Templergraben 55 52056 Aachen Germany advisor: Arnold Reuskenoffice: Hauptgebäude 235phone: +49 241 80-97067email: hauke.sass@rwth-aachen.de |
Preprints and Publications
- H. Sass
Space-time trace finite element methods for partial differential equations on evolving surfaces
Dissertation, 2022. - H. Sass, A. Reusken
An accurate and robust Eulerian finite element method for partial differential equations on evolving surfaces
In: arXiv preprint arXiv:2212.12030, 2022.
Research Interests
- Numerical methods for PDEs
- Surface PDEs, unfitted finite element discretisations
- Discontinuous Galerkin methods, Space-time finite elements, Higher order methods
Talks
- 15th to 19th August 2022
Speaker at the GAMM Annual Meeting 2022 - 12th to 13th July 2022
Speaker in the seminar on numerics of partial differential equations at the University of Göttingen - 22th to 26th July 2019
Speaker at the SciCADE, the International Conference on Scientific Computation and Differential Equations - 24th to 26th September 2018
Spaeker at the Chemnitz Finite Element Symposium 2018
Teaching
- Winter semester 2022/23
Numerische Analysis I (for mathematicians)
Supervision of a Bachelor seminar - Summer semester 2022
Numerische Mathematik (for mechanical engineers) - Winter semester 2020/21
Numerisches Rechnen (for informatics and teachers)
Supervision of a Bachelor seminar - Summer semester 2020
Mathematisches Praktikum (for mathematicians and informatics)
- Winter semester 2019/20
Numerisches Rechnen (for informatics and teachers) - Summer semester 2019
Mathematisches Praktikum (for mathematicians and informatics) - Winter semester 2018/19
Numerisches Rechnen (for informatics and teachers)
Supervision of a Bachelor thesis - Summer semester 2018
Mathematisches Praktikum (for mathematicians and informatics) - Winter semester 2017/18
Numerisches Rechnen (for informatics and teachers) - Summer semester 2017
Numerische Mathematik (for mechanical engineers)
Supervision of a Bachelor thesis - Winter semester 2016/17
Numerisches Rechnen (for informatics and teachers)