My research interests center around the fields of algebraic, arithmetic, tropical and convex geometry and, in particular, in the way these fields interact. More specifically, I am interested in objects related to toric and toroidal varieties, b-Chow groups, Chern--Weil theory, automorphic forms and their geometric interpretations, Arakelov intersection theory, tropical varieties, tropical intersection theory, convex bodies and Monge--Amp\'ere measures.
Teaching
Summer Term 2022: Riemann Surfaces, University of Heidelberg
Summer Term 2022: Introduction to tropical geometry (seminar), University of Heidelberg
Winter Term 2021: Staatsexamen Algebra, University of Regensburg
The slides of a talk given in the Workshop: Asymptotic invariants attached to linear series, held in the
Pedagogical University in Cracow (2016): Toric b-divisors.
The slides of a talk given in the 5th Encuentro Colombiano de Combinatoria, CIMPA Research School: Algebraic, Enumerative and Geometric Combinatorics - ECCO 2016, held in the
Universidad Nacional sede Medellin (2016): Singular metrics, convex bodies and multiple zeta values.
Any comments, questions or remarks are more than welcome.