具有 Shalika 模型的 GL(2n) 尖顶表示的 p 进 L 函数

讲座时间 Datetime: 2022年3月31日，星期四，11:00-12:00

地点 Venue: Zoom Meeting : 894 6999 7231

报告人 Speaker: Andrei Jorza

单位 Affiliation: University of Notre  Dame

报告摘要 Abstract:

In this second talk on p-adic L-functions we will discuss recent results on the construction of p-adic L-functions for cuspidal representations on GL(2n) which admit Shalika models. In ongoing work with Barrera, Dimitrov, Graham, and Williams, we have constructed such p-adic L-functions in p-adic families. These p-adic L-functions have recently been used by Loeffler and Zerbes to prove instances of Bloch-Kato.