Gaiotto conjecture for Repq (GL(N − 1|N))

Alexander Braverman; Michael Finkelberg; Roman Travkin

doi:10.4310/pamq.241205003652

Gaiotto conjecture for Rep_q (GL(N − 1|N))

Alexander Braverman
, Michael Finkelberg
, Roman Travkin

Einstein Institute of Mathematics

Research output: Contribution to journal › Article › peer-review

Abstract

We prove D. Gaiotto’s conjecture about geometric Satake equivalence for quantum supergroup U_q (gl(N − 1|N)) for generic q. The equivalence goes through the category of factorizable sheaves.

Original language	English
Pages (from-to)	663
Number of pages	1
Journal	Pure and Applied Mathematics Quarterly
Volume	21
Issue number	2
DOIs	https://doi.org/10.4310/pamq.241205003652
State	Published - 2024

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© 2024, International Press, Inc.. All rights reserved.

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abstract = "We prove D. Gaiotto{\textquoteright}s conjecture about geometric Satake equivalence for quantum supergroup Uq (gl(N − 1|N)) for generic q. The equivalence goes through the category of factorizable sheaves.",

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Gaiotto conjecture for Rep_q (GL(N − 1|N))

Abstract

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