《苏大数论自守表示论报告系列》
报告人：徐斌（清华大学丘成桐数学科学中心）
报告题目：A-packets for quasisplit GSp(2n) and GSO(2n) over a p-adic field
报告时间：10月26日，19:00 - 20:30
报告形式：腾讯会议（在线），会议号：889 878 006，密码：271828
报告摘要：
Arthur (1989) conjectured that the discrete spectrum of automorphic representations of a connected reductive group over a number field can be decomposed into global A-packets, in terms of which he also conjectured a multiplicity formula. Arthur (2013) proved his conjectures for symplectic and orthogonal groups, in which case the global A-packets are parametrized by self-dual automorphic representations of general linear groups. In this talk, I will give a construction of the local A-packets for general symplectic and general even orthogonal groups in the nonarchimedean case. This is based on our earlier works in the tempered case, and it follows a construction by Moeglin for symplectic and orthogonal groups.
报告人简介：
徐斌，博士（多伦多大学），2018年5月任清华大学丘成桐数学科学中心副教授；研究方向：自守表示论，Langlands纲领。
欢迎参加！
邀请人：莫仲鹏、彭志峰