About

I am currently a post-doc at the Institut de Mathématiques d’Orsay on the ERC StG project “Artin groups, mapping class groups and Out(Fn): from geometry to operator algebras via measure equivalence” lead by Camille Horbez

In September I will be at the University of Münster, supported by Mathematics Münster’s Young Research Fellow program.

My Curriculum Vitæ.

Research

I work in the areas of geometric group theory and measured group theory.
↪ My research summed up in a tag cloud.

Publications

Preprints

• Graph products and measure equivalence: classification, rigidity, and quantitative aspects
  With Camille Horbez (2024)
  Preprint on arXiv, HAL.
• Sofic approximations and quantitative measure couplings
  (2022)
  Preprint on arXiv, HAL.

Accepted and published articles

• Building precribed quantitative orbit equivalences with ℤ
  Published online first in Groups, Geometry and Dynamics (2024)
  Preprint on arXiv, HAL.
• Local-to-Global-rigidity of lattices in SL_n(K),
  Annales de l’Institut Fourier, Tome 72 (2022) no. 5, pp. 1733-1771.
  Preprint on arXiv, HAL.

Source code (TikZ)

• Drawing Diestel-Leader graphs in 3D, Available on arXiv.

Recent and future talks

05 June 2024	Operator algebra seminar, Leuven
11 June 2024	Seminar Dynamical systems and geometry, Avignon
July 2024	Mini-course at the conference Orbit equivalence, Besse-en-Chandesse
Sept. 2024	Conference Buildings 2024, Münster
Sept. 2024	Conference Probability, Dynamics, and the Geometry of Group, Münster

Others

• PhD thesis (2021) Local and Asymptotic geometry of groups
  Advisors: Romain Tessera and Jérémie Brieussel
  My PhD thesis for non-specialists in… 5 lines, one page (in french).
• Master thesis (Advisor: Romain Tessera)
  Study of the article Asymptotics of Cheeger constants and unitarisability of groups by Gerasimova, Gruber, Monod and Thom.