We are always looking for highly motivated and well qualified students who would like to write their thesis in our research group. We offer a variety of topics from pure mathematics (mostly at the interface of geometry and analysis) and mathematical physics (in particular spectral theory of chaotic dynamical systems, both classical and quantum), as well as research questions at the boundary of pure mathematics and mathematical didactics.

If you are interested please contact Tobias Weich.

The following list of previous thesis subjects provides an overview over possible topics:
 

Bachelor Mathematics

• Analytical Continuation of dynamical zeta functions for Schottky surfaces (Jessica Hagemeister)

• Iterated function systems on symmetry reduced zeta functions (Frederik Hoppe)
   

Bachelor of Education Mathematics

• Klassifikation der Isometrien in einer axiomatischen hyperbolischen Ebene (Lasse Köthemann)

• Axiomatic approach to non-Euclidean geometry in the context of the Saccherie plane (Anna Dellori)

• Differential-geometric approach to hyperbolic geometry (Niklas Weiser)
   

Master Mathematics

• Weyl chamber flows – From symmetric spaces towards affine buildings (Daniel Kahl)

• Wave front sets of induced representations (Julia Budde)

• Noncommutative Harmonic Analysis and Kinetic Brownian Motion (Lasse Wolf)

• Numerically Investigating Residues of Weighted Zeta Functions on Schottky Surfaces (Philipp Schütte)

• Regular, Elliptic Elements in Homogeneous Spaces (Nico Rathai)