by Jerzy Bialkowski, Thorsten Holm, Andrzej Skowronski.
Series: 2002-19, Preprints
Recently, a classification up to Morita equivalence of all
weakly symmetric algebras which have tame representation
type, simply connected Galois coverings and all of whose
modules are periodic (equivalently, the stable
Auslander-Reiten quiver consist only of tubes) has been
completed by Bialkowski-Skowronski (to appear in Archiv
der Mathematik). We classify in this paper these algebras
up to derived equivalence and give a set of representatives
for the derived equivalence classes.
This paper was published in:
Journal of Algebra 269 No.2 (2003), 652-668