I：An introduction to the representation theory of p-adic groups II：On Lusztig’s local Langlands correspondence and functoriality

：Emile Okada（新加坡国立大学）
：2025-01-08 16:30
：海韵园实验楼S106

报告人：Emile Okada（新加坡国立大学）

时  间：2025年1月8日16:30 & 2025年1月9日10:30

地  点：海韵园实验楼S106

内容摘要:

I: In this introductory talk I will give a basic introduction to the representation theory of p-adic groups and its importance to number theory. The aim will to be provide background and motivation for my second talk on the local Langlands correspondence.

II: In ’95 Lusztig gave a local Langlands correspondence for unramified representations of inner-to-split adjoint groups combining many deep results from type theory and geometric representation theory. In this talk I will present an equivariant reformulation of his construction revealing some interesting new structures, and with a view toward proving functoriality results in this framework.

个人简介：

Emile Okada，新加坡国立大学（National University of Singapore）的Peng Tsu Ann助理教授，研究方向为朗兰兹纲领与p-adic群表示论。Emile Okada博士分别于2017、2018年获得剑桥大学（University of Cambridge）学士、硕士学位，2022年在牛津大学（University of Oxford）获得数学博士学位。其研究成果发表在Int. Math. Res. Not., Algebra Number Theory等数学杂志。

 

联系人：余世霖