An interesting result, obtaining by some theorems of Asano, Köthe and Warfield, states
that:“for a commutative ring R, every module is a direct sum of uniform modules if and only if …

Abstract. Let R be a commutative ring with identity and let M be a unital R-module. In this
paper we study the various properties of prime submodules. Also we give a new equivalent …

In this paper, we consider associative rings with unit and unitary modules over these rings.
Let R be a ring and M a right unitary R-module. We denote by J (R) and J (M) the Jacobson …

Throughout this paper all rings are commutative with nonzero identity comma and all
modules are considered to be unitary period We wish to study properties of submod hyphen …

In this paper, all rings are commutative with nonzero identity. Let $ M $ be an $ R $-module.
A proper submodule $ N $ of $ M $ is called a classical prime submodule, if for each $ m\in …

Let be a commutative ring with an identity and be a unitary-module. We say that a non-zero
submodule of is primary if for each with en either or√ and an-module is a small primary …

Results gotten for a module M over a commutative ring have been broadened to module
over a ring which is not necessarily commutative. It has been indicated that an R-module M …

Multiplication von Neumann Regular Modules 1 Introduction Page 1 International Mathematical
Forum, Vol. 7, 2012, no. 60, 2971 - 2976 Multiplication von Neumann Regular Modules Saeed …

A note on regular modules Page 1 BULL. AUSTRAL. MATH. SOC. I6A30 VOL. II ( 1 9 7 4 ) , 3 5
9 - 3 6 4 . ( I 6 A 5 O ) A note on regular modules VS Ramamurthi Kaplansky's observation …

The aim of this paper is to introduce the concept of classical weakly prime submodules
which is the generalization of the notion of weakly classical prime submodules to modules …