Mohamed Moakher

Preprints

On modified diagonal cycles and the Beauville decomposition of the Ceresa cycle
(With Lucas Lagarde, Morena Porzio, James Rawson, and Fernando Trejos Suárez).
Quantitative level lowering for weight two Hilbert modular forms.
Symplectic determinant laws and invariant theory (with Julian Quast).

Research Notes

The Taylor-Wiles-Kisin method: The text of my master's thesis under the supervision of Prof. Stefano Morra.
Perfectoid spaces: Internship report under the supervision of Prof. Fabrizio Andreatta.
The Hodge-Tate decomposition for p-divisible groups: Notes I wrote as a part of a course on modular curves.
Notes from a student seminar on prismatic cohomology.
Notes from a study group on congruences between automorphic forms.
Notes on H. Hida's article Adjoint L-value as a period integral and the mass formula of Siegel-Shimura.