Toshitaka Aoki, Yingying Zhang
Published 2024-03-21Version 1
For Brauer graph algebras, tilting mutation is compatible with flip of Brauer graphs. The aim of this paper is to generalize this result to the class of Brauer configuration algebras introduced by Green and Schroll recently. More precisely, under a certain condition, we introduce flip of Brauer configurations and prove that it is compatible with tilting mutation of the corresponding Brauer configuration algebras.
Group actions and coverings of Brauer graph algebras
Algebras derived equivalent to Brauer graph algebras and derived invariants of Brauer graph algebras revisited
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