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Quivers for silting mutation

Published 10 Apr 2015 in math.RT | (1504.02617v1)

Abstract: We give a combinatorial mutation rule for Aihara's and Iyama's silting mutation. As an application, we reprove Keller-Yang's mutation rule for Ginzburg algebras, and obtain an analog of that rule for arbitrary dimension.

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Authors (1)

  1. Steffen Oppermann 

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