An Analogue of the Ichino-Ikeda Conjecture for Whittaker Coefficients of the Metaplectic Group
Erez Lapid
Hebrew University of Jerusalem and Weizmann Institute of Science
Date & Time:
Thu, 03/14/2013 - 16:30 - 17:30
Location:
S-101 A few years ago Ichino-Ikeda formulated a quantitative version of the Gross-Prasad conjecture, modeled after the classical work of Waldspurger. This is a powerful local-to-global principle which is very suitable for analytic and arithmetic applications. One can formulate a Whittaker analogue of the Ichino-Ikeda conjecture. We use the descent method of Ginzburg-Rallis-Soudry to reduce the Whittaker version to a purely local identity which we prove in the p-adic case under some mild hypotheses. Joint work with Zhengyu Mao
45883
Dorothea Phares
phares@ias.edu
Mon, 02/25/2013 - 15:50
Wed, 02/27/2013 - 14:08