Some genuine small representations of a covering group and their wavefront sets

Wan-Yu Tsai (CYCU)

Apr 12. 2022, 11:45 — 12:30

In this talk, we will study some genuine small representations of a nonlinear covering group and the algebraic properties that characterize them. One way to describe these representations is the orbit method. We then discuss a formula used to compute the wavefront set in the real group setting, aiming at generalizing the formula to the p-adic groups. More specifically,  we conjecture that this formula can be used to compute the maximal elements in the wavefront set of a theta representation. The latter part is joint work with Fan Gao.

Further Information
ESI Boltzmann Lecture Hall
Associated Event:
Minimal Representations and Theta Correspondence (Workshop)
Wee Teck Gan (U of Singapore)
Marcela Hanzer (U Zagreb)
Alberto Minguez (U of Vienna)
Goran Muic (U Zagreb)
Martin Weissman (UC Santa Cruz)