Cyclotomic p-adic L-functions attached to modular forms of level multiple of p^2
Anticyclotomic p-adic L-functions
Theta correspondence for orthogonal Shimura varieties
The theta correspondence is a correspondence between automorphic forms over two groups.
Weekly Number Theory Seminar
This seminar will meet every Monday and the different members of the group will give talks on topics that they find interesting and useful to the other members.
TBA
Weekly Number Theory Seminar
This seminar will meet every Monday and the different members of the group will give talks on topics that they find interesting and useful to the other members.
On the arithmetic of GSp(2n)^2 and endoscopy
The study of arithmetic invariants associated to Galois representations has often relied on the construction of a special family of elements in their Galois cohomology groups.
Hecke operators and cohomological correspondences
In this talk, we introduce the Hecke operators as cohomological correspondences, making use of the results developed in the previous session.
Introduction to Deformations of Galois group representations
El objetivo de esta charla va a ser dar una introducción a las deformaciones de representaciones de grupos de Galois: filosofia general, teoremas importantes y aplicaciones.
On higher regulators of Siegel varieties
In this talk, we will explain (joint work with Antonio Cauchi and Francesco Lemma) how to construct classes in the middle-degree plus one cohomology of a Siegel Shimura variety of almost any dimension and how to compute their image under Beilinson-Deligne’s higher regulator in terms of Rankin-Selberg type automorphic integrals.