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 doing 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, …

You can find my CV here.

Preprints

• my PhD thesis: Geometric finiteness in convex projective geometry
• Cubulated hyperbolic groups admit Anosov representations (with Sami Douba, Teddy Weisman and Feng Zhu) to appear in Geom. Topol.

Work in progress

• Primitive stability and the Q-conditions for the rank 2 free group in hyperbolic d-space
• A characterization of the holonomy of strictly convex and round cusps (with an appendix by Sami Douba)

Talks

• 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)