I am a second year PhD student in mathematics. My advisor is Prof. Dr. Wolfgang Soergel and I am a member of the Graduiertenkolleg "Cohomological Methods in Geometry" at the Albert-Ludwigs-University Freiburg. The advisor for my master thesis was Prof. Dr. Wilhelm Plesken at RWTH Aachen. |

My research area is

- semisimple algebraic groups and Lie algebras,
- Soergel modules and Koszul duality,
- categories of sheaves and motives,
- six functor formalisms.

Representation theoryis a branch of mathematics concerned with the study of symmetrical objects, ranging from wallpapers with a repeating floral pattern to quantum-mechanical systems and automorphic forms. A powerful technique is to turn representation theoretic problems into questions about the shape or geometry of some space; this makes them amenable to methods from other areas of mathematics, as topology, algebraic or differential geometry, and one speaks ofgeometric representation theory.

Handwritten notes (thanks to Konrad Voelkel) of a joint talk with Florian Beck, explaining the relation between Verdier duality, Borel–Moore homology and cosheaves.

Slides describing the content of my master thesis developing a new algorithm for the computation of the Tutte polynomial of a matroid.

Winter 2016/17 (Freiburg) | GRK Seminar on "$\operatorname{SL}_2$" |

Summer 2015 (Freiburg) | GRK Seminar on "Sheaf cohomology" |

Albert-Ludwigs-Universität Freiburg

Eckerstraße 1

D-79104 Freiburg

firstname.lastname@math.uni-freiburg.de