（延期）Lambda norm, spin norm and tempered representations
- A+
：董超平（苏州大学）
：2022-12-30 09:00
：腾讯会议ID：336-448-095（无密码）
报告人：董超平（苏州大学）
时 间：12月30日上午09:00-10:30
地 点：腾讯会议ID：336-448-095（无密码）
内容摘要:
A bijection of Vogan says that irreducible tempered (g, K) modules are in one-to-one correspondence with irreducible representations of K, provided that the Lie group G is in the Harish-Chandra class. Using this result, we proved in 2016 that tempered Dirac series are in bijection with those K-types whose spin norm equals the lambda norm. This talk, based on a work joint with Chengyu Du, aims to analyze when the lambda norm equals the spin norm.
个人简介：
董超平，苏州大学数学科学学院教授。他主要从事李群表示研究，相关成果发表在Amer J Math, Adv Math, IMRN, J Algebra等学术期刊上。
联系人：余世霖
