My research interests are in analytic number theory and automorphic forms, more precisely in topics such as modular forms, L-functions, trace formulae, subconvexity, quantum unique ergodicity, etc.
I’m currently working with some generalizations of modular forms called the Siegel modular forms, where I’m trying to generalize a result of my advisor, corresponding to an average version of the Lindelöf hypothesis.

CV

RESUME

2020 update

Master

Master thesis

The sphere packing problem in dimensions 8 and 24

Master

Semester project

The Mordell-Weil theorem and the Birch and Swinnerton-Dyer conjecture

Bachelor

Bachelor thesis

Le théorème de densité de Chebotarev (french)

Highschool

Highschool project

Étude des pavages dun plan par la théorie des groupes (french)