Thin simplices via modular arithmetic, arXiv:2404.03975, (pdf), to appear in Combinatorial Theory
The algebra of derivations of quasi-modular forms from mirror symmetry, with M. Alim and M. Vogrin, Pure Appl. Math. Q. 18, No. 3, 1037-1073 (2022). (pdf).
Preserving Hodge vectors of lattice polytopes, with B.Nill, https://arxiv.org/abs/2602.20765, (pdf).
Examples of IDP lattice polytopes with non-log-concave $h^*$-vector, with J.Hoscheier and B.Nill, arXiv:2505.18896, (pdf).
Thin Lattice Simplices, Cottbus, Modern Perspectives on Geometry of Numbers, 2025
Local Ehrhart Theory and Its Synergies, Leipzig, Combinatorial Synergies East, 2025
Ehrhart Theory and Gale duality, Osnabrück, Workshop on Polytopes, 2025
Ehrhart Theory and Gale Transforms, Trieste, Conference on Arithmetic Geometry and Applications, 2024
Thin simplices via modular arithmetic, Lausanne, Hodge and K-theory meet combinatorics”, 2023
Thin simplices via modular arithmetic, Magdeburg, Oberseminar in Magdeburg, 2023
Vanishing of local h*-polynomial for simplices, Stockholm, Graduate Student Meeting on Applied Algebra and Combinatorics, 2023