Derived equivalence classification of one-parametric self-injective algebras

In continuation of our paper [R. Bocian, T. Holm, A. Skowroński, Derived equivalence classification of weakly symmetric algebras of Euclidean type, J. Pure Appl. Algebra 191 (2004) 43–74] we complete the description of the derived equivalence normal forms of all one-parametric self-injective algebras over algebraically closed fields which admit simply connected Galois coverings. As a consequence, a description of the stable equivalence normal forms of these algebras is obtained.