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Twisted reduction of quiver W-algebras

Published 9 May 2019 in hep-th, math-ph, math.MP, math.QA, and math.RT | (1905.03865v1)

Abstract: We consider the $k$-twisted Nekrasov-Shatashvili limit (NS$_k$ limit) of 5d (K-theoretic) and 6d (elliptic) quiver gauge theory, where one of the multiplicative equivariant parameters is taken to be the $k$-th root of unity. We obtain the extended center of the associated $q$-deformed quiver W-algebras constructed by our formalism [arXiv:1512.08533; arXiv:1608.04651; arXiv:1705.04410], which provides gauge theoretic proof of Bouwknegt-Pilch's statement on the relation to the representation ring of quantum affine algebra.

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Authors (2)

  1. Taro Kimura 
  2. Vasily Pestun 

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