engleski

On the inner product of certain automorphic forms and applications

In the paper is considered a lattice in the real unimodular group of rank 2. For it, the Petersson inner product of automorphic cuspidal forms with Poincare series constructed out of matrix coefficients of a holomorphic discrete series of lowest weight at least 3, is computed. The approach is a refined method of Milicic.

Automorphic cuspidal forms; Poincare series; Patersson inner product

nije evidentirano