I am a postdoctoral fellow at the Max Planck Institute for Mathematics in Bonn.
You can contact me at: vandenhove[at]mpim-bonn[dot]mpg[dot]de
I finished my PhD in 2025 at the TU Darmstadt, under the supervision of Timo Richarz.
My research interests lie in arithmetic algebraic geometry, and are more specifically related to the Langlands program, geometric representation theory, and motives.
For more information, my cv is available here (last updated December 2025)
The stack of spherical Langlands parameters (with an appendix by Sean Cotner), preprint (2024). Arxiv
The integral motivic Satake equivalence for ramified groups, preprint (2024). Arxiv
Central motives on parahoric flag varieties (with Robert Cass, Jakob Scholbach), to appear in Journal of the European Mathematical Society. Journal Arxiv
The geometric Satake equivalence for integral motives (with Robert Cass, Jakob Scholbach), Compositio Mathematica 161 (2025), pp. 2755-2851. Journal Arxiv
Quasi-isogeny groups of supersingular abelian surfaces via pro-étale fundamental groups, Documenta Mathematica 28 (2023), pp. 1053-1078. Journal Arxiv
A classification of ideals in Steinberg and Leavitt path algebras over arbitrary rings (with Simon W. Rigby), Journal of Algebra 588 (2021), pp. 200-249. Journal Arxiv
Motivic Satake for ramified groups, Non-Archimedean Geometry and Applications, Oberwolfach Reports 29, 2025. Link
Cartan-Iwasawa decomposition for spherical varieties, Arbeitsgemeinschaft: Relative Langlands Duality, Oberwolfach Reports 18, 2025. Link
The integral motivic Satake equivalence, Arithmetic of Shimura Varieties, Oberwolfach Reports 5, 2023. Link