
Title: Counting Cusp Forms by Analytic Conductor
Speaker: Farrell Brumley, Universite Paris 13
Seminar Type: Number Theory, Seminar Website
Abstract: Given a reductive group over a global field, a natural question is to count the number of cuspidal automorphic representations of bounded analytic conductor. The set-up is highly reminiscent of counting rational points of bounded height on certain algebraic varieties. We'll discuss a proper formulation of the automorphic problem and present a few recent results, obtained in collaboration with D. Milicevic, for general linear groups.