Prehomogeneous Zeta Functions and Toric Periods for Inner Forms of GL(2)
Time: 2020-06-12
Published By: He Liu
Speaker(s): Miyu Suzuki (Kanazawa University)
Time: 15:00-16:00 June 17, 2020
Venue: Online
I will explain a new application of prehomogeneous zeta functions to non-vanishing of periods of automorphic forms. The zeta functions we use were first introduced by F. Sato and a general theory is developed by the recent work of Wen-Wei Li. They can be used to show non-vanishing of infinitely many toric periods of cuspidal representations of inner forms of GL(2). If time permits, I will mention future works based on the local theory of Wen-Wei Li. This is a joint work with Satoshi Wakatsuki.
Venue: Zoom ID = 691 6842 4338 , PIN = 902454 ,
Link: https://zoom.com.cn/j/69168424338?pwd=Tms3bnlBRWl0V1htMVV5dTZSZk9qQT09
