Daniel Reiss, University of Idaho

Towards an Euler product for Siegel paramodular forms

Abstract: In the case of classical elliptic modular forms one could attach
an Euler product to forms which were eigenfunctions of the Hecke operators.
In particular, for elliptic modular forms of level M, one could construct
Euler products which also encompass the primes dividing the level of the form.
In this expository talk we will discuss current work on the case of modular
forms for the paramodular group.