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    Extending Hecke endomorphism algebras using exact categories

    发布日期:2019-07-12     作者:数学学院      编辑:梁诗晨     点击:

    报告题目:Extending Hecke endomorphism algebras using exact categories

    报 告 人:LeonardScott (McConnell Bernard Professor Emeritus, University of Virginia)

    报告时间:2019年7月13日16:30-17:20

    报告地点:数学楼第一报告厅

    Abstract:

    Thistalk is based on a series of published papers, and also a current preliminarymanuscript, all written with Jie Du and Brian Parshall. (The manuscriptincludes also an appendix by Veronica Shalotenko.) I will give some of thehistory and framework leading to a main conjecture we had made much earlier (1998),now proved by us. Roughly, theconjecture asserts the existence andgood behavior of a kind of extendedq-Schur algebra, suitable for studying cross-characteristic representationtheory of finite groups of Lie type. In addition to the framework, I will focus on some of the ingredients of ageneral nature in the proof, an especially novel such ingredient being thedesign of tailor-made exact categories to deal with Ext1 vanishing issues.

    报告人简介:

    LeonardScott (McConnell Bernard Professor Emeritus, University of Virginia)在Compos. Math.,Adv. Math.,Trans. Amer. Math. Soc.,Comm. Math. Phys.,J. Reine Angew. Math.等杂志上发表高水平杂志100余篇,被引用1500余次。

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