报告人：陈阳洋（江南大学）

时  间：5月20日下午15:00

地  点：腾讯会议ID：436 5742 3564（无密码）

内容摘要:

This is the last talk in a series on the Schwartz homology theory of Nash groups. In this talk, I will explain some of the applications of the Schwartz homology theory. Firstly, I will give a short proof of a vanishing result of Casselman-Hecht-Milicic. Secondly, I will derive the automatic extension theorem in the Archimedean setting, which is the counterpart of a result of Hong-Sun in the p-adic case. Finally I will discuss some finiteness and Hausdorffness property of Schwartz homology.

个人简介：

陈阳洋，博士毕业于中国科学院数学与科学系统研究院，师从孙斌勇院士,自2020年起开始在江南大学工作。其主要从事李群表示论及其相关方向的研究，已在 Journal of Functional Analysis, Proceeding of AMS, Journal of Pure and Applied Algebra等重要杂志上发表多篇论文。

联系人：余世霖