报告人：李文威（北京国际数学研究中心）

时间：2021年5月14（周五）15:20-16:20

地点：玉泉校区邵逸夫科学馆211

摘要: The metaplectic covering Mp(2n) of Sp(2n) plays a pivotal role in various aspects of representation theory and arithmetics. In order to harness the full power of Arthur's methods in this setting, we need a stable trace formula for Mp(2n). Thus far, only the elliptic terms have been stabilized. In this talk, I will report an ongoing work on the full stabilization, which will hopefully grant access to the whole genuine discrete automorphic spectrum of Mp(2n), for general n. This is based on the techniques of Arthur and Moeglin-Waldspurger, who worked with linear reductive groups or their twisted analgoues.

联系人：高帆（gaofan@zju.edu.cn）

欢迎大家参加！