My research topic is the study of partial differential equations arising from physics, mainly relativistic ones. More precisely, I am interested in understanding complex phenomena and deriving effective dynamics at the limit between different scales of description and different physical paradigms, such as quantum, classical, and relativistic physics.

In my thesis, I looked at the behavior of high-frequency solutions to wave-type equations, such as the Klein-Gordon or Klein-Gordon-Maxwell equations. In the case where the high-frequency limit is also a semiclassical limit, one typically recovers relativistic fluid and kinetic equations as a limit system, e.g., the relativistic Euler equation, the relativistic Euler-Maxwell equations or the relativistic Vlasov-Maxwell equations. For this reason, the study of relativistic fluid and kinetic equations is also of great interest to me. The main tools I used for this work were semi-classical analysis, WKB analysis, and the modulated energy method. Overall, I like to adapt classical methods to the relativistic setting.

Here is a list of some conferences I attended :

I also often go to the Laurent Schwartz Seminar at École Polytechnique and Institut des Hautes Études Scientifiques, as well as to the Seminar on Mathematical General Relativity at Laboratoire Jacques-Louis Lions.

Here is the list of talks I gave :