Bachelor theses
- Leon Karlson: Delaunay surfaces in conformally flat spaces. 2026
- Stefan Heise: Unstable Helfrich surfaces of revolution. 2025/2026
- Eric Lang: Delaunay surfaces and their intersections. 2025
- Tim Breuer: Geometrie von Weingarten-Flächen. 2023
- Suzan-Amira Laiche: Geschlossene Geodäten auf Drehflächen. 2023
Master theses
- Florian Hauser: Existence and convergence of the area-constrained elastic flow. 2025/2026
- Gioele Benetton: Branch point analysis of constrained Willmore immersions. 2024/2025
- Tim Breuer: Numeric of axisymmetric constrained Willmore spheres. 2024/2025
- Alexander West: On the minimization of the Willmore energy under a constraint on total mean curvature and area. 2023/2024
PhD theses
- Florian Hauser: Helfrich surfaces. 2026-2029
Funding: Emmy Noether Research Group (DFG) - Alexander West: Constrained Willmore surfaces. 2024-2027
Funding: German National Academic Foundation (Studienstiftung)