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The derived-discrete algebras and standard equivalences

Published 15 May 2017 in math.RT and math.RA | (1705.05111v1)

Abstract: We prove that any derived equivalence between derived-discrete algebras of finite global dimension is standard, that is, isomorphic to the derived tensor functor by a two-sided tilting complex.

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Authors (2)

  1. Xiao-Wu Chen 
  2. Chao Zhang 

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