Mathematics Münster

Get an insight into the research of Mathematic Münster's new postdoctoral researchers. In short scientific presentations eight postdocs will introduce their topics.

- Giles Gardam: Geometric Group Theory

- Sahana Hassan Balasubramanya: Geometric Group Theory

- Claudius Heyer: Representation Theory

- Benno Kuckuck: Numerical Analysis

- Omar Mohsen: Noncommutative Geometry

-Matteo Perugini: Calculus of Variations

- Jens Reinhold: Homotopy Theory and Geometric Topology

- Alexander Stottmeister: Mathematical Physics

Abstract: We will describe recent work constructing refinements to the Grothendieck-Witt ring of a number of integer-valued invariants found in enumerative geometry and Gromov-Witten theory. This includes: Euler characteristics, Riemann-Hurwitz formulas, counts of lines on hypersurfaces and counts of rational curves on surfaces.

Further information

Further information