On mutations of selfinjective quivers with potential
arXiv:1210.3166
Abstract
We study silting mutations (Okuyama-Rickard complexes) for selfinjective algebras given by quivers with potential (QPs). We show that silting mutation is compatible with QP mutation. As an application, we get a family of derived equivalences of Jacobian algebras.
19 pages, to appear in J. Pure Appl. Algebra
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