UNAM

**Monday, April 17
Milner 216, 3:00 PM**

**Title:** *Computations on the Mazur-Tate conjecture*

**Abstract:** On their article "Refined Conjectures of the Birch
Swinnerton-Dyer type," B. Mazur and J. Tate presented a series of
conjectures of BSD type over finite layers. These conjectures were
presented on the general setting of Abelian Varieties. Also, in the
same article, a few examples of elliptic curves were included as
empirical evidence in favor of the conjectures. We will explain in
more detail the form of the conjectures in the case of elliptic
curves, and we will present a broad amount of examples in different
cases of reduction.