Prior to that, I completed my PhD at INSA of Rouen, under the supervision of Nicolas Forcadel and Hasnaa Zidani.
It's quite early to talk about my "research interest", still I worked/am working on the following points:
- viscosity solutions to Hamilton-Jacobi equations, in particular Bellman equations (coming from optimal control). Precisely, how to adapt the classical definitions when working in metric spaces, taking advantage of the curvature of the squared distance (i.e. assuming that the squared distance is semiconcave or semiconvex, as in CAT(0) spaces or Wasserstein spaces).
- optimal transport, or at least the sub-sub-domain of it that cares about the geometric tangent cone. Precisely, I want to know what it looks like depending on the underlying measure.
Some links: the ConFine group page, the ANR COSS project, the page of the student seminar in Rouen.
Click here for my CV (updated 28/08/25).