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Super Kazhdan-Lusztig theory ABC I
王伟强教授(University of Virginia / 紫江讲座教授ECNU)
6月18日（星期三），15：00-16：00 闵行数学楼129会议室 |
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Abstract: In Part I, we explain in detail the major differences between representation theory of Lie superalgebras and its Lie algebra counterpart. We show how the Schur-Jimbo duality allows for a reformulation of Kazhdan-Lusztig theory for type A, which further affords for a generalization to general linear Lie superalgebras (known as Brundan's KL conjecture, now a theorem); this is joint work with Shun-Jen Cheng and Ngau Lam.
Abstract of Part II
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