Monoidal categorification on open Richardson varieties

Published 7 Sep 2024 in math.RT and math.QA | (2409.04715v3)

Abstract: In this paper, we show that the subcategory $\mathscr{C}_{w,v}$ of modules over quiver Hecke algebras is a monoidal categorification of the coordinate ring of any open Richardson variety of Dynkin types after inverting the frozen cluster variables.

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Authors (1)

Yingjin Bi

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