On Morita equivalence of group actions on locally C*-algebras

TL;DR

This paper extends a known result about Morita equivalence from C*-algebras to the broader setting of locally C*-algebras, enriching the theoretical framework of operator algebras.

Contribution

It generalizes Morita equivalence results for group actions to locally C*-algebras, expanding the applicability of these concepts.

Findings

Extended Morita equivalence to locally C*-algebras.

Provided new theoretical insights into group actions on these algebras.

Connected classical results with the broader locally C*-algebra context.

Abstract

We extend to the context of locally C*-algebras a result of F. Combes [Proc. London Math. Soc. 49(1984), 289-306].