Cascade du Déroc, Aubrac, France
I am a postdoctoral fellow at the University of Calgary . Before, I was a post-doctoral student at Tsinghua University, and then at the MPIM, Bonn, and at UBC for a few months. I defended my PhD in 2018 (under the supervision of Volker Heiermann) at Aix-Marseille University. I am also part of the Canadian Automorphic Representations Research Group.
ResearchMy research interests lie at the interface of representation theory and number theory.
I have mostly worked on representations of reductive groups over p-adic fields (in particular distinction problems), and automorphic forms.
During my PhD, I proved, in greater generality than previously known, the Generalized Injectivity conjecture of Casselman-Shahidi,
and worked on distinction of unitary groups by their symplectic subgroups.
Since then, I have continued exploring distinction problems (see "Work in Progress" below),
but also integral representations of L-functions, and local newforms
I also started studying the geometrical and categorical aspects of the local Langlands correspondence,
as part of the aforementioned Canadian Automorphic Representations Research Group.
Some of my collaborators
Publications and pre-prints
- Parabolically induced representations of p-adic G2 distinguished by SO4, I , 2022, pdf , submitted
- The completed standard L function of modular forms on G2 , pdf
joint with Fatma Cicek, Giuliana Davidoff, Trajan Hammonds, Aaron Pollack and Manami Roy,
Projection of root systems ,
pdf , 2019, under revision (I am currently writing a SageMath code to find a complete and definite answer to the exceptional groups case)
- The Generalized Injectivity Conjecture , pdf ,
In video here
- Autour des représentations distinguées: La conjecture d'injectivité généralisée et Modèles symplectiques pour les groupes unitaires PhD thesis 2018
- Symplectic models for Unitary groups , pdf , December 2018,
Joint work with Dipendra Prasad
Poster presented at GeoArRep Conference
Work in Progress
Parabolically induced representations of p-adic G2 distinguished by SO4, II, joint with Nadir Matringe
- Newforms for SO(2n+1), joint with Didier Lesesvre
Master thesis in Macroeconomics (using many statistical tools), LIEPP, 2013 pdf
CVHere is my CV.
You can write to me at prénom.email@example.com or click here :
Mathematical Sciences 464, University of Calgary, 2500 University Dr NW, Calgary, Alberta T2N 1N4
Some of the pictures above are from Jacques Dijols