• Logarithmic concavity of bimatroids.
  Joint work with Martin Ulirsch.

• The tropical n-gonal construction.
  Joint work with Dmitry Zakharov.
  Accepted for publication by Algebraic Combinatorics.

• A matroidal perspective on the tropical Prym variety.
  Joint work with Dmitry Zakharov.
  Accepted for publication in Proceedings of “Algebraic Geometry, Mathematical Physics, and Solitons” conference (AGMPS-22).

• On the topology of the moduli of tropical unramified p-covers.
  Joint work with Yassine El Maazouz, Paul Alexander Helminck, Pedro Souza, and Claudia He Yun.
  Selecta Mathematica. New Series. 31, 14 (2025).

• Realizability of tropical pluri-canonical divisors.
  Joint work with Johannes Schwab.
  Journal of the London Mathematical Society (2) 110 (2024), no. 6, Paper No. e70027.

• Arithmetic Counts of Tropical Plane Curves and Their Properties. 
  Joint work with Andrés Jaramillo Puentes, Hannah Markwig, and Sabrina Pauli.
  Advances in Geometry, Vol. 24 (2024), no. 4, 553–576.

• On the topology of the moduli space of unramified prime cyclic coverings of tropical curves (Work in progress).
  June 2023, Arithmetic, Birational Geometry, and Moduli Spaces, Providence, RI.

• Realizability of tropical pluri-canonical divisors.
  June 2022, Géométrie Algébrique en Liberté XXIX (GAeL), Paris-Saclay.

• Realizability of tropical pluri-canonical divisors (Work in progress).
  June 2021, Effective Methods in Algebraic Geometry (MEGA), online on Zoom.

My PhD thesis consists of two parts, each of which is available as a standalone paper. The first part is on the realizability of tropical pluri-canonical divisors, the second part is a preliminary version of the project on the tropical n-gonal construction. 

I wrote my Master thesis under supervision of Andreas Gathmann at the Technische Universität Kaiserslautern. It is about the enumerative geometry of elliptic curves in projective 3-space.