讨论了伪投射模, 小伪投射模与hollow 模间的关系, 研究了小伪投射模自同态环上的一些性质,
推广了文献8 中的相关结论. Abstract: The paper discusses the relationships among the …

A module M is called pseudo-projective if every epimorphism from M to each quotient
module of M can be lifted to an endomorphism of M. In this paper, we study some properties …

Quasi-principally injective modules were studied in [12]. In this note we introduce the
concept dual to quasi-principally injective modules. It is proved that. these modules are …

In this paper we study MC-pseudo injective module which is the generalization of pseudo
injective module and we give an example of MC-pseudo injective module which is not M …

Let R be an associative ring with identity and let M be right R-module M is called μ-semi
hollow module if every finitely generated submodule of M is μ-small submodule of M The …

Endomorphism Rings of Small Pseudo Projective Modules 1 Introduction Page 1 Int. J.
Contemp. Math. Sciences, Vol. 5, 2010, no. 13, 603 - 608 Endomorphism Rings of Small …

Pseudo injectivity is a generalization of quasi injectivity. In this paper; certain properties of M-
pseudo-injective modules, essentially pseudo injective modules and essentially pseudo …

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 …

We introduce the notion of almost pseudo-injective modules (AP-injective modules), which
generalizes the idea of pseudo-injective and almost injective modules. In support, we …

In this paper the concept of small quasi projectivity has been generalized to small pseudo
projectivity and some results on small pseudo projective modules and small pseudo stable …