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- W3014357924 abstract "For any natural numbers n,r, we construct an algebra P_n^r via generators and quadratic relations, and show that it deforms the W-algebra of gl_{nr} with respect to a nilpotent with Jordan block decomposition r+...+r. We introduce a surjective morphism from half of the quantum toroidal algebra of gl_n to P_n^r, and show that the action of the quantum toroidal algebra on the K-theory groups of the moduli spaces of parabolic sheaves factors through P_n^r." @default.
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- W3014357924 date "2020-04-06" @default.
- W3014357924 modified "2023-10-14" @default.
- W3014357924 title "Deformed W-algebras in type A for rectangular nilpotent" @default.
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