College of Natural & Agricultural Sciences

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Skye 284

Tom Gannon, UCLA

A time tested strategy used to answer questions about the representation theory of a Lie group is to translate them to questions on the geometry of its quotients. After giving a survey of representation theory aimed at a broad audience, I will describe the theorems I have obtained using this strategy, including work which resolves a conjecture of Ginzburg—Kazhdan, work with Williams that proves a conjecture of Dancer—Hanany—Kirwan, work with Webster that proves a conjecture of Bourget—Dancer—Grimminger—Hanany—Zhong, and work with Ginzburg which resolves conjectures of Nadler and Ben-Zvi—Gunningham.

Type
Colloquium
Sponsor
Mathematics
Target Audience
General Public
Admission
Free
Registration Required
No
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