Stable Calabi--Yau dimension of self-injective algebras of finite type
arXiv:1212.2619 · doi:10.1016/j.jalgebra.2014.05.005
Abstract
We give an equivalent definition of the stable Calabi--Yau dimension in terms of bimodule syzygies and so-called stably inner automorphisms. Using it, we complete the computation of the stable Calabi--Yau dimensions of the self-injective algebras of finite representation type which was started by K. Erdmann, A. Skowroński, J. Bia\lkowski and A. Dugas.
27 pages