Generalized Reynolds ideals for non-symmetric algebras
Bessenrodt, Christine · Holm, Thorsten · Zimmermann, Alexander
Original · EN
We show how to extend the theory of generalized Reynolds ideals, as introduced by B. K"ulshammer, from symmetric algebras to arbitrary finite-dimensional algebras (in positive characteristic). This provides new invariants of the derived module categories of finite-dimensional algebras, extending recent results by the third author for symmetric algebras.
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