A Morita context related to finite groups acting partially on a ring

Abstract

In this paper we consider partial actions of groups on rings, partial skew group rings and partial fixed rings. We study a Morita context associated to these rings, \(\alpha\)-partial Galois extensions and related aspects. Finally, we establish conditions to obtain a Morita equivalence between \(R^{\alpha}\) and \(R\star_{\alpha}G\).