Research Interests

Combinatorial Algebraic Geometry, Rational and Separating Invariants, Computational Tropical Geometry


since 04/2017

PhD studies at Max Planck Institute for Mathematics in the Sciences, Leipzig (Germany)

Advisors: Mateusz Michałek and Bernd Sturmfels

M.Sc. Computer Science, University of Bonn (Germany)

Thesis: Computing rational invariants characterizing polynomials up to orthogonal transformations
Advisor: Evelyne Hubert

M.Sc. Mathematics, University of Bonn (Germany)

Thesis: On the Cone Conjecture for Calabi-Yau threefolds with Picard number three
Advisor: Vladimir Lazić

B.Sc. Mathematics, University of Bonn (Germany)

Thesis: Zariski's problem on periodicities in the dimensions of linear systems
Advisor: Daniel Huybrechts

Last change: May 28, 2019