You can contact me : eteve [at] mpim-bonn.mpg.de
My address is :
7 Vivatsgasse,
53111, Bonn, Germany,
Office 317, Max Planck Institute for Mathematics
Email : eteve [at] mpim-bonn.mpg.de
My CV is available here (last updated August 2026).
Welcome to my webpage !
I am currently a postdoctoral fellow at the Max Planck Institute for Mathematics in Bonn in the research group of Jessica Fintzen.
Before I was doing my Phd in Paris under the direction of Jean-François Dat . Here are some subjects I am interested in :
Langlands program : local and global both arithmetic and geometric
Representations of finite and p-adic Lie groups : Deligne-Lusztig theory, modular aspects, type theory, ...
Hecke categories, geometric Satake, Bezrukavnikov equivalences, Soergel bimodules, character sheaves, ...
Categorical traces and categorification
Stacks of chtoucas : their geometry and their cohomology
Research
Kazhdan-Laumon sheaves and Deligne-Lusztig representations, 2023, arxiv link
Universal Koszul duality for Kac-Moody groups, with Jens Eberhardt, 2024, arxiv link, journal link, Compositio Mathematica, 162 (2026), no. 5, 1053–1092
Nearby cycles commutes with proper direct image on stacks of shtukas, with Cong Xue, 2024, arxiv link, journal link , Advances in Mathematics, 485 (2026)
Free monodromic Hecke categories and their categorical traces, 2024, arxiv link, submitted
Tilting representations of finite groups of Lie type, 2024, arxiv link, submitted
The parabolic K-motivic Hecke category, with Jens Eberhardt, 2025, arxiv link, submitted
Application of the trace formalism to Deligne-Lusztig theory, 2025, arxiv link, improved V2 in preparation
The extended Fargues-Scholze spectral action, with Peter Dillery, 2026, arxiv link
Spectral action on isocrystals (title to be changed), with Dennis Gaitsgory, Alain Genestier and Vincent Lafforgue, in preparation,
Oberwolfach Report on this paper, 54/2024, link
Introduction to categorical traces, in preparation for the Proceedings of the 'Categorical Langlands summit', videos available on youtube : part 1, part 2, part 3
My thesis, Monodromic sheaves, Deligne-Lusztig theory and depth 0 cohomology of stacks of chtoucas, link
Teaching
Winter semester, 2024, Introduction to Deligne-Lusztig theory.
2020-2023, Teaching assistant for the commutative algebra course 'Algèbre 2' at Ecole Normale Supérieure