CV & Background

Under the supervision of Jean-François Dat. Topic: Jordan decomposition of level 0 \(\ell\)-blocks of \(p\)-adic groups.

Under the supervision of Alberto Minguez. Work on Aubert-Zelevinsky duality.

Courses taken: Algebraic varieties, Homological algebra, Adeles and L-abelian functions, Schemes, Modular forms, Reductive groups, Pro-étale site, Congruences of modular forms.

Courses taken: Analysis, Spectral theory and harmonic analysis, Algebra, Algebraic number theory, Geometry, Partial differential equations, Compact groups and Lie groups, Statistics.

Under the supervision of Jean-François Dat. Topic: Finiteness of Iwahori-Hecke algebras as modules on their centers in level \( > 0 \).

Under the supervision of Roberto Alvarenga. Topic: Investigation on the action of Hecke operators on automorphic forms through the eigenspaces for the projective line and \( GL_2 \).

Under the supervision of Gérard Besson. Topic: On a way to construct exotic differentiable structures on \( \mathbb{R}^4 \) with knots.

- "Modular forms modulo l", based on a course by Jacques Tilouine.
- "The fundamental pro-étale group", with Enguerrand Moulinier, based on a course by Benoît Stroh.

Quadratic reciprocity law and Hilbert reciprocity law in p-adic fields, generalization to global fields. With Ilan Zysman, under the supervision of Pierre Le Barbenchon.

Study of randomized Condorcet voting systems.

Fluent (C1 Level)

School / Intermediate (B2 Level)