Integrable systems associated to Lie superalgebras
UhiRinn Suh (Seoul National University)
Tuesday 19th February 16:00-17:00 Maths 311B
A connection between integrable systems and Lie algebras is firstly discovered by Drinfeld and Sokolov. Afterwards, De Sole-Kac-Valeri generalized the theory by considering bigger family of W-algebras associated to Lie algebras. A natural question is if we can do the similar thing with W-algebras associated to Lie superalgebras. In this talk, I will explain my recent results on this topic.