Posted in
Speaker:
Larry Rolen
Affiliation:
Trinity College Dublin
Date:
Fri, 07/09/2018 - 09:25 - 10:10
Location:
MPIM Lecture Hall In this talk, we will discuss a relatively new modular-type object known as
a locally harmonic Maass form.
We will discuss recent joint work with Ehlen, Guerzhoy, and Kane with
applications to the theory of $L$-functions. In particular, we find
finite formulas for certain twisted central $L$-values of a family of
elliptic curves in terms of finite sums over canonical binary quadratic
forms. Applications to the congruent number problem will be given.
© MPI f. Mathematik, Bonn | Impressum & Datenschutz |