Events
The following courses are a starting point for writing a thesis in the research area Global Analysis and Geometry. Unless otherwise stated, the courses only require knowledge at the level of "Analysis on manifolds". In particular, the courses without additional requirements are suitable for third-year Bachelor students and first-year Master students:
Lectures:
- SoSe 26: Twisted invariants and Reidemeister torsion (4h), Prof. Friedl
- SoSe 26: Riemannian manifolds with special holonomy (2h+1h), Samuel Lockman
- WiSe 26/27: Algebraic topology I (4h), Prof. Löh
- WiSe 26/27: Low-dimensional topology (4h), Prof. Friedl
- Summer term 27: Low-dimensional topology (4h), Prof. Friedl
Seminars:
- SoSe 26: LKS-Seminar (2h), Prof. Löh and Prof. Friedl
- SoSe 26: Group rings and dimensions (2h), Prof. Löh
- Seminar on Spin geometry (2), Prof. Ammann
- WiSe 26/27: Knot theory (2), Prof. Friedl
There are other advanced lectures and seminars that may be suitable. If in doubt, please contact the member of the teaching staff.
Further lectures and seminars can be found in the annotated course catalogues.