Derived equivalences for tame weakly symmetric algebras having only periodic modules

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 in [J. Bia kowski, A. Skowro ski, On tame weakly symmetric algebras having only periodic modules, Arch. Math., to appear]. We classify in this paper these algebras up to derived equivalence and give a set of representatives for the derived equivalence classes.