东南大学数学学院邀请专家申请表
报告人 | 单位 | 加拿大York大学 | ||
报告题目 | P(N)-graded Lie super algebras | |||
报告时间 | 地点 | 第一报告厅 | ||
邀请人 | 陈建龙，王栓宏 | |||
报告摘要 | Abstract. We generalize the P(N)-graded Lie super algebras of Martinez- Zelmanov. This generalization is not so restrictive but sufficient enough so that we are able to have a classification for this generalized P(N)-graded Lie super-algebras. The upshot is that the generalized P(N)-graded Lie super-algebra L is centrally isogenous to a matrix Lie super-algebra coordinated by an associative super-algebra with a super- involution. Moreover, L is P(N)-graded if and only if the coordinate algebra R is commutative and the super-involution is trivial. This recovers Martinez-Zelmanov’s theorem for type P(N). The motivation of this generalization comes from the fermionic-bosonic module construction. | |||
报告人简介 | 中国科学院“引进国外杰出人才”(百人计划)项目入选者. 主要从事李代数, 量子群及表示论的研究，在国外著名杂志上发表的论文有三十多篇, 包括美国数学会专著两本 | |||
|
|
|
|
|
