A submodule N of Gamma module M is PEΓ− submodule, if for each m in M, ideal I in R if
IΓm ̸= 0, then IΓ (N: RΓ m) Γm ̸= 0. PEΓ− submodule is a proper generalization of …

In this paper we introduce and study the concept of injective (Quasi-injective) extending
gamma modules as a generalization of injective (Quasi-injective) gamma modules. An …

A gamma T_ pure sub-module also the intersection property for gamma T_pure submodules
have been studied in this action. Different descriptions and discuss some ownership, as Γ …

In this paper we present the concept of (Quasi-) Baer Gamma Module, and as in the class of
rings and modules, we provide that:(1) An Γ− ring R is right nonsingular and right (FI …

The notion of 𝛤-ring was first introduced by N. Nobusawa (Nobusawa, 1964). Let 𝑅 and 𝛤
two additive abelian groups, 𝑅 is called a 𝛤− ring, if there exists a mapping∙: 𝑅× 𝛤× 𝑅⟶ …