Name: P-adic Fourier theory in families
Start: 2025-10-21T15:00:00+02:00
End: 2025-10-21T16:00:00+02:00

mardi 21 octobre 2025

15:00 - 16:00

Number theory seminar: Andrew Graham (Oxford)

I will describe a generalisation of the p-adic Fourier theory of Amice and Schneider--Teitelbaum to families of p-divisible rigid analytic groups. As an application, one can construct global Eisenstein measures over the modular curve which give rise to new families of quaternionic modular forms. This is joint work with P. van Hoften and S. Howe.

P-adic Fourier theory in families

3rd Brig Workshop on Dissipativity in Systems and Control

Kernel Interpolation for Geometric Problems

Number theory seminar: Yu-Sheng Lee

Arithmetica Transalpina

A Modular Symbol with Values in Beilinson-Kato Distributions