I am currently a Postdoc at Institut Fourier (UGA) under the supervision of Anne Parreau, and a member of the ANR HilbertXField which aims at studying Hilbert geometry on valued fields.

I did my PhD at IHÉS with Fanny Kassel and Gye-Seon Lee. My PhD subject was Geometric finiteness in convex projective geometry.

My interests include convex projective geometry, geometric finiteness, Coxeter groups, Vinberg theory, hyperbolic geometry, (relative) Anosov representations, unipotent representations of nilpotent Lie groups, …

You can find my CV here.

Preprints

• On cusp holonomies in strictly convex projective geometry
• Primitive stability and the Q-conditions for the rank 2 free group in hyperbolic d-space – submitted
• with S. Douba, T. Weisman and F. Zhu – Cubulated hyperbolic groups admit Anosov representations – to appear in Geom. Topol. (2025)
• my PhD thesis: Geometric finiteness in convex projective geometry

Talks

• November 18, 2025 (KIAS, South Korea): Convex projective geometry and relatively Anosov representations (ViSGaT seminar)
• March 25, 2025 (Jussieu): Relatively Anosov representations and geometric finiteness in convex projective geometry (for the HilbertXFields ANR’s second meeting)
• January 16, 2025 (Institut Fourier): Représentations relativement anosoviennes et finitude géométrique en géométrie projective convexe
• November 18, 2024 (ÉNS de Paris): Geometric finiteness, convex projective geometry and relative Anosov representations (at the 2024 meeting of the junior researcher of plato’s tetrahedron network)
• February 13, 2024 (online): Cubulated hyperbolic groups admit Anosov representations (at the PS-SNU Geometry / Topology Online Seminar)
• January 25, 2024 (online): Représentations anosoviennes pour les groupes hyperboliques cubulables (at the Séminaire francophone Groupes et Géométrie) recording
• November 6, 2023 (IRMAR): Représentations anosoviennes pour les groupes hyperboliques cubulables
• June 2023 (online): Strictly convex cusps with nilpotent holonomy (at the NCNGT) video1 | video2
• February 2, 2023 (IHES & Magdeburg University): An introduction to convex projective reflection groups and their applications (at the Mini-Workshop Reflection groups in Magdeburg)
• October 9, 2022 (Oberwolfach, Germany): Teichmüller space II (at the Arbeitsgemeinschaft about higher rank Teichmüller theory)
• January 13, 2022 (IWH, Heidelberg, Germany): Classification theorem for the θ-positive structures (with Pierre-Louis Blayac at the Young Researcher’s Workshop on Positivity in Lie Groups)
• August 31, 2021 (Aussois, France): Anosov representations and strong projective convex cocompactness (at the Workshop on Anosov representations)