Let $ R $ be a ring and $ M $ a right $ R $-module with $ S= End_R (M) $. A module $ M $ is
called semi-projective if for any epimorphism $ f: M\rightarrow N $, where $ N $ is a …

In this paper, copure-injective modules is examined from an alternative perspective. For two
modules A and B, A is called B-subcopure-injective if for every copure monomorphism f: B→ …

In a recent paper, Holston et al. have defined a module M to be N-subprojective if for every
epimorphism g: B→ N and homomorphism f: M→ N, there exists a homomorphism h: M→ B …

In [9, Theorem 3.1] KR Fuller characterized indecomposable injective projective modules
over artinian rings using i-pairs. In [3] the author generalized this theorem to …

In the previous no. te [7], we characterized" weakly" M-projective modules over a left PF ring.
In the present note, we study another type of" weakly" M-projective modules with a finiteness …

n-copure submodules of modules Page 1 Cankaya University Journal of Science and
Engineering Volume 15, No. 2 (2018) 054–062 Date Received: 20/06/2018 Date Accepted …

In this study, it is investigated the relation between almost projective modules and
generalized projective modules. These concepts are useful for the study on finite direct sum …

A module is called locally pure-projective if every pure epimor-phism onto it is locally split.
We prove that every locally pure-projective module is a Mittag-Leffler module. We derive …

In this paper, a left module over an associative ring with identity is defined to be openly
semiprimitive (strongly semiprimitive, respectively) by the zero intersection of all maximal …

Projective modules over the endomorphism ring of a biuniform module - ScienceDirect Skip
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