I am presently a Courant Instructor (post-doc) in the Courant Institute of Mathematical Sciences at NYU.

You can contact me at thomasl@math.nyu.edu or at my office WH926.

I help organizing the Courant Institute Probability Seminar.

During the Spring 2019 semester, I am teaching Mathematical Statistics (MATH-UA.0234).

So far, I have been interested by the statistical physics approach for studying large random objects.
More precisely, my work focuses on the microscopic behavior of log-gases (and related systems).
You can find here more details on my research, as well as a list of publications.

I did my PhD in the Laboratoire Jacques-Louis Lions of Université Pierre et Marie Curie (Paris 6), under the supervision of Sylvia Serfaty.
Before that, I was a student at the École Normale Supérieure de Paris.
A more detailed CV is available here.

What's new?
(Dec 18) With Matthias Erbar and Martin Huesmann , we prove that Sine-beta is the unique minimiser of the one-dimensional log-gas free energy.
(Sept 18) We finished our paper with David Dereudre, Adrien Hardy and Mylène Maïda, proving DLR equations for the Sine-\(\beta\) process, and its rigidity. Building on this "physical" characterization, I prove a central limit theorem for the fluctuations of linear statistics in Sine-\(\beta\).