The representation dimension of selfinjective algebras of tilted type

ASSEM IBRAHIM; SKOWRONSKI, ANDRZEJ; TREPODE, SONIA

Bogotá

Conferencia; 2nd International Coloquium of Representations of Algebras, in hounor to Alexander Zavadskij; 2016

We prove that the representation dimension of a selfnjective algebra tilted type is les sor equal to three,. We also show that if a connected selfinjective algebra admits an acyclic generalised standard Auslander-Reiten component then its representation dimension is equal to three