I am a maître de conférences at Sorbonne Université. My work focuses on topics related to probability, geometry and mathematical physics. I am interested in any interplay we may found between probability and geometry, mostly if it has a physical motivation.
For the time being, I have studied Coulomb gases, on manifolds and on Euclidean spaces, and the asymptotic behavior of the associated empirical measure, the largest modulus particle and the point process.
Below you may find a summary (without much definitions) of some of my work. I try to explain some of my actual motivations and what I really want to convey with each of those articles.
