Harmonic analysis on spherical varieties

2022-05-06

Speaker: 罗之麟博士, University of Chicago

Title:

Harmonic analysis on spherical varieties

Time & Venue:

2022.05.06 09:00-10:00 N219, Tencent Meeting: 251-588-386

Abstract:

The monumental work of B. Riemann shows that Fourier analysis plays an essential role in the meromorphic continuation and the functional equation of Riemann zeta function. In this talk, I will give a brief introduction to possible generalizationsvia harmonic analysis on spherical varieties within the framework of (relative) Langlands functoriality conjecture.