We introduce and investigate the notion of weak projection invariant semisimple modules.
We deal with the structural properties of this new class of modules. In this trend we have …

We introduce the notion of weak π-extending modules which is a proper generalization of π-
extending and weak CS-modules. Several characterizations and connections between weak …

DIRECT PROJECTIVE MODULES, DIRECT INJECTIVE MODULES, AND THEIR
GENERALIZATIONS AN Abyzov, AA Tuganbaev, DT Tapkin, and Page 1 Journal of …

In this article, we focus on modules M such that every homomorphism from a projection
invariant submodule of M to M can be lifted to M. Although such modules share some of the …

Direct Summands of Pseudo Projective Modules Page 1 Advances in Algebra. ISSN 0973-6964
Volume 4, Number 2 (2011), pp. 113-120 © Research India Publications http://www.ripublication.com/aa.htm …

In this paper, we introduce and investigate the notion of projection invariant semisimple
modules. Some structural properties of aforementioned class of modules are studied. We …

The aim of this paper is to study 'Quasi-pseudo principally projective module'which is the
generalization of quasi-principally projective module. We study some properties of Quasi …

Abstract A right R-module M is called semi-projective if, for any submodule N of M, every
epimorphism\pi: M\rightarrow N and every homomorphism\alpha: M\rightarrow N, there …

Quasi‐projective modules and the finite exchange property Page 1 Internat. J. Math. & Math. Sci.
VOL. 12 NO. 4 (1989) 821-822 821 RESEARCH NOTES QUASI-PROJECTIVE MODULES AND …

In this notion we consider a generalization of the notion of a projective modules, defined
using y-closed submodules. We show that for a module M= M1⊕ M2. If M2 is M1–y-closed …