学术报告

当前位置:学术交流 >> 学术报告 >> 浏览文章

学术报告:Conformal embeddings and the representation theory of affine vertex algebras at negative integer levels

发布时间:2017年10月30日 浏览次数:发布者:mathky

报告人:Drazen Adamovic 教授

University of Zagreb

报告题目:Conformal embeddings and the representation theory of affine vertex algebras at negative integer levels

报告时间:2017年11月1日上午10:00

报告地点:海韵行政楼B313

摘要:We study the problem of conformal embedding of affine vertex operator algebras into W-algebras.

  We present a result on the classification of conformal embeddings of affine vertex algebras into minimal affine W-algebras and study some related problems. We will show that the corresponding branching rules are related to the representation theory of affine vertex algebras at negative levels and their fusion rules. New simple current modules and simple current extensions will be constructed. We will also discuss the results on a classification of irreducible modules of affine vertex algebras at negative integer levels in certain categories.

  (This talk is based on joint papers with V. G. Kac, P. Moseneder Frajria, P.

Papi and O. Perse)

 

学院联系人:谭绍滨教授、王清教授

 

欢迎广大师生参加!