Picture: Philipp Käse
Philipp Käse M.Sc.
Working area(s)
Contact
kaese@mathematik.tu-...
work +49 6151 16-22495
Work
S2|15 324
Schlossgartenstraße 7
64289
Darmstadt
- Differential Geometry
- Minimal Surfaces and Surfaces of constant mean curvature
- Homogeneous spaces
- Integrable Systems and Loop Group Methods
| Course | Term | Lecturer |
|---|---|---|
| Mathematics for Mechanical Engineering | Winter term 2024/25 | Prof. Dr. Ulrich Reif |
| Higher Mathematics I | Winter term 2024/25 | Prof. Dr. Ulrich Reif |
| PreBachelor Mathematics | Summer term 2024 | Philipp Käse |
| Calculus II | Summer term 2024 | Prof. Dr. Karsten Große-Brauckmann |
| Calculus I | Winter term 2023/24 | Prof. Dr. Karsten Große-Brauckmann |
| Differential Geometry | Winter term 2022/23 | Prof. Dr. Karsten Große-Brauckmann |
| Manifolds | Summer term 2022 | Prof. Dr. Karsten Große-Brauckmann |
| Geometry | Winter term 2021/22 | Prof. Dr. Karsten Große-Brauckmann |
| Descriptive Geometry | Winter term 2020/21 | Prof. Dr. Ulrich Reif |
| Event | Date | Location |
|---|---|---|
| Conference: New trends in Nonlinear PDEs, Physics and Geometry | 22.01. – 26.01.2024 | Granada, Spain |
| Conference: MEGA Marvellous Event on Geometric Analysis | 08.10. – 13.10.2023 | Będlewo, Poland |
| Conference: Recent advances in the theory of submanifolds | 04.09. – 08.09.2023 | Rome, Italy |
| BIRS-IMAG Workshop: Minimal Surfaces in Symmetric Spaces | 21.05. – 26.05.2023 | Granada, Spain |
| Conference: H-Workshop | 06.02. – 10.02.2023 | Granada, Spain |
| Summer School: Horizons in non-linear PDEs | 26.09. – 30.09.2022 | Ulm, Germany |
| Conference: Geometric Analysis at Granada | 05.09. – 09.09.2022 | Granada, Spain |
| Conference: Special Riemannian Metrics and Curvature Functionals | 06.06. – 10.06.2022 | Pisa, Italy |
| Conference: EPS Forum | 02.06. – 04.06.2022 | Paris, France |
| Conference: Geometric PDEs in Freiburg | 29.11. – 03.12.2021 | Freiburg, Germany |
| Conference: New Trends in Geometric PDEs | 01.11. – 05.11.2021 | Münster, Germany |
Paper
- P. Käse: Screw motion surfaces of constant mean curvature in homogeneous 3-manifolds, J. Math. Anal. Appl. 538 (2024), 10.1016/j.jmaa.2024.128420
Preprints
- P. Käse: Screw motion surfaces of constant mean curvature in homogeneous 3-manifolds (2022). Arxiv:2203.10968
- What is an elastic curve? What is…? -Seminar , 22.11.2023
- What is the Plateau Problem? What is…? -Seminar , 01.11.2023
- A new family of CMC surfaces in homogeneous spaces Recent advances in the theory of submanifolds, Rome, 08.09.2023
- New CMC tubes in homogeneous spaces, Hokkaido University Sapporo, Japan, 01.08.2023
- New CMC tubes in homogeneous spaces, Kobe University, Japan, 19.06.2023
- New CMC tubes in homogeneous spaces Seminario de Geometría, Granada, 19.05.2023
- New CMC tubes in homogeneous spaces H-Workshop, Granada, 08.02.2023
- New CMC tubes in homogeneous spaces AG-Seminar, Darmstadt, 27.01.2023
- Surprising solutions to the ODE of constant mean curvature in homogeneous spaces Summer School Horizons in non-linear PDEs, Ulm, 27.09.2022
- Screw motion surfaces of constant mean curvature in homogeneous manifolds AG-Seminar, Höchst i. Odw., 14.03.2022
- What is a minimal surface? What is…? -Seminar , 19.01.2022
- Derivation of the Schwarzschild solution via hypersurface theory AG-Seminar, online, 28.01.2021
