Information
Chargé de Recherche at CNRS
Sorbonne Université
Labo: Institut de Mathématiques de Jussieu-Paris Rive Gauche
Equipe: Analyse Complexe et Géométrie
Addresse: 4, place Jussieu - Boite Courrier 247, 75252 Paris Cedex 05, France
Bureau: 16-26 510
My research lies in complex algebraic and analytic geometry, with a focus on complex hyperbolicity, non-abelian Hodge theory (in both the Archimedean and non-Archimedean settings), the topology of algebraic varieties, and Nevanlinna theory. I am especially drawn to problems that arise from the interplay among these areas.
My current interests include:
- Harmonic maps to Euclidean buildings
- The linear Shafarevich conjecture
- Algebro-geometric and topological properties of varieties with large or big fundamental groups or local systems, such as their (holomorphic) Euler characteristics
- Hyperbolicity of algebraic varieties admitting big local systems
- Deformation invariance of the \(\Gamma\)-dimension (a conjecture of Claudon and Campana)
- Quasi-projective groups, including the two-step nilpotency problem
Most recently, I completed a paper on the linear Shafarevich conjecture for normal compact Kähler varieties (hal-05838454).
I am a member of the Association for Human Mathematics (AHM).