报告时间：2020年10月30日（星期五）20:30-

报告地点：腾讯会议ID: 682 375 050

报 告 人：夏春光 副教授

工作单位：中国矿业大学金沙集团1862cc成色

举办单位：金沙集团1862cc成色

报告简介：

We classify finite irreducible conformal modules over a class of infinite Lie conformal algebras of Block type and their super generalizations. In particular, we prove that a finite irreducible conformal module admits a nontrivial extension of a finite conformal module over a Virasoro or Neveu-Schwarz conformal subalgebra iff p=-1. Extension problem for conformal modules over nonsuper case is also completely solved. Part of the work is joint with Y. Su and L. Yuan.