On a Lift of an Individual Stable Equivalence to a Standard Derived Equivalence for Representation-Finite Self-injective Algebras
by Asashiba, Hideto
We shall show that every stable equivalence (functor) between representation-finite self-injective algebras not of type (D
3m
,s/3,1) with m≥2, 3∤s lifts to a standard derived equivalence. This implies that all stable equivalences between these algebras are of Morita type.
DOI: 10.1023/B:ALGE.0000003543.02426.4d
Print publication date: 10/1/2003
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