报告地址：行健楼学术活动室665
邀请人：陈慧斌 副教授
摘要：A classical result in Lie theory is that complex simple Lie algebras are classified by Dynkin diagrams. Furthermore, finite order automorphisms can be represented by associated data on diagrams. As an application, we can get the classifications of real simple Lie algebras and symmetric pairs. In this talk, we first recall this part. Then we introduce symplectic symmetric pairs and extend these results to contragredient Lie superalgebra case. At last, we show some relations between Lie superalgebras and automorphisms of complex simple Lie algebras.
This is a joint work with Meng-Kiat Chuah and Fuhai Zhu.
报告人简介：张明敬, 现为中国矿业大学数学学院副教授. 2014.6毕业于南开大学, 2014.9-2016.8于新竹清华大学做博士后, 2016.9-2019.8于中山大学任专职科研岗, 2019.9-2023.12为南京大学助理教授. 研究方向: 李理论. 目前主要的研究问题: 利用图形方法研究李代数与李超代数的自同构及相关问题, 表示理论中的轨道方法等.
