Restrict Nearly Primary Finitely Compactly Packed Modules

Abstract

In this work, all rings under consideration will be assumed to be commutative with nonzero identity and all modules will be nonzero unital. We introduce the concept of Restrict Nearly primary finitely compactly packed modules, which generalizes the concept of  Restrict Nearly primary compactly packed modules. We find the conditions that make the Restrict Nearly  primary finitely compactly packed modules,  Restrict Nearly primary compactly packed. Also, several results on the Restrict Nearly primary finitely compactly packed modules are proved. In addition, the necessary and sufficient conditions for an ℛ−module