报告题目：Distinction for parabolically induced representations and their quotients I

报告时间：2021年11月18日  14:30-15:30

报告摘要：

Global intertwining periods were introduced by Jacquet. A more general theory was then developed by Jacquet, Lapid and Rogawski in their study of the regularized Galois periods of the Eisenstein series. We will define the local intertwining periods for the Galois pairs, and apply this construction to local distinction problems, namely distinction of representations induced from cuspidal representations. This is a work in collaboration with Omer Offen.

报告题目：Distinction for parabolically induced representations and their quotients II

报告时间：2021年11月18日  16:00-17:00

报告摘要：

I will give examples of how the local functional equation of intertwining periods can be used to study distinction of some Langlands quotients for inner forms of GLn over a p-adic field.

报 告 人：Nadir Matringe副教授（法国普瓦提埃大学University of Poitiers）

报告地点：数学研究中心多功能研讨室

报告人简介：

Nadir Matringe博士，法国普瓦提埃大学（University of Poitiers）副教授，目前是上海纽约大学访问副教授，即将返回任法国巴黎7大（University of Paris, Paris-Diderot）教授。Matringe博士的工作集中相对朗兰兹纲领相关的表示论问题，其工作发表在Jourmal of the European Mathematical Society, J. Reing Angew. Math (Crell), Jourmal of the Institute of Mathematics of Jussieu, Advances in Mathematics等国际知名杂志上。