Add to ORKGIn 2010, Sanh et al. introduced a class of pseudo-M-gp-injective modules, following this, a right R-module N is called pseudo-M-gp-injective if for any homomorphism 0 6= a ? End(M), there exists n ? N such that an an? 0 and every monomorphism from an(M) to N can be extended to a homomorphism from M to N: In this paper, we give more properties of pseudo-gp-injective modules
Abstract. Let R be a ring. A right R-module M is called quasi-principally (or semi-) injective if it...
In [5] and [6], we have introduced a couple of relative generalized epi-projectivities and given sev...
An R-module M is injective provided that for every R-monomorphism g from R-modules A to B, any R-hom...
In this paper certain injectivity conditions in terms of extensions of monomorphisms are considered....
Abstract:-In this paper generalize the notion of quasi, pseudo injective module and quasi pseudo GP-...
A module MR is called pseudo FQ-injective (or PFQ-injective for short) if every monomorphism from a ...
Any left R-module M is said to be p-injective if for every principal left ideal I of R and any R-hom...
Abstract. Let R be a ring. A right R-module M is called quasi-principally in-jective if it is M-prin...
In this paper certain injectivity conditions in terms of extensions of monomorphisms are considered ...
Let M be a right R −module. A right R −module N is called small pseudo M − principally injective (br...
LetR be a ring andM a rightR-module with S = End(MR). ThemoduleM is called almost principally quasi-...
A given R-module is called a right np-injective module if for any non-nilpotent element ...
In this paper, the notion of quasi-pseudo injectivity relative to a class of submodules, namely, qua...
Let be a ring and let be a right -module with = End(). is called almost general quasi-principall...
ABSTRACT: Here we introduce the concept of CK-N-injectivity as a generalization of N-injectivity. We...
Abstract. Let R be a ring. A right R-module M is called quasi-principally (or semi-) injective if it...
In [5] and [6], we have introduced a couple of relative generalized epi-projectivities and given sev...
An R-module M is injective provided that for every R-monomorphism g from R-modules A to B, any R-hom...
In this paper certain injectivity conditions in terms of extensions of monomorphisms are considered....
Abstract:-In this paper generalize the notion of quasi, pseudo injective module and quasi pseudo GP-...
A module MR is called pseudo FQ-injective (or PFQ-injective for short) if every monomorphism from a ...
Any left R-module M is said to be p-injective if for every principal left ideal I of R and any R-hom...
Abstract. Let R be a ring. A right R-module M is called quasi-principally in-jective if it is M-prin...
In this paper certain injectivity conditions in terms of extensions of monomorphisms are considered ...
Let M be a right R −module. A right R −module N is called small pseudo M − principally injective (br...
LetR be a ring andM a rightR-module with S = End(MR). ThemoduleM is called almost principally quasi-...
A given R-module is called a right np-injective module if for any non-nilpotent element ...
In this paper, the notion of quasi-pseudo injectivity relative to a class of submodules, namely, qua...
Let be a ring and let be a right -module with = End(). is called almost general quasi-principall...
ABSTRACT: Here we introduce the concept of CK-N-injectivity as a generalization of N-injectivity. We...
Abstract. Let R be a ring. A right R-module M is called quasi-principally (or semi-) injective if it...
In [5] and [6], we have introduced a couple of relative generalized epi-projectivities and given sev...
An R-module M is injective provided that for every R-monomorphism g from R-modules A to B, any R-hom...