Abstract In 2016, Facchini and Nazemian defined the notion of iso-Artinian and iso-
Noetherian modules and rings. We discuss some new properties of iso-Artinian and iso …

In this paper, the concepts of quasi-c-principally injective modules (in short, quasi-cp-
injective modules) and self-c-principally injective rings are introduced. In support of these …

For a given right R-module M, a right R-module N is called pseudo-M-pinjective if every
monomorphism from an M-cyclic submodule X of M to N can be extended to a …

On Quasi-Morphic Rings and Related Problems Page 1 Southeast Asian Bulletin of Mathematics
c SEAMS. 2016 Southeast Asian Bulletin of Mathematics (2016) 40: 23–34 On Quasi-Morphic …

In this paper, we introduce a general form of pseudo-p-injectivity. Let be a right-module
and=(), its endomorphism ring. A right-module is called a generalized-pseudo-Mp-injective …

Every QP-injective module is QPP-injective but the converse need not be true. We
investigate sufficient conditions for QPP-injective modules to be QP-injective. We show that …

An element k of a ring R is called left minimal if Rk is a minimal left ideal of R. A ring R is
called a left strongly DS, DS ring and MFS ring, respectively if for every left minimal element …

Let B be a ring with 1 and a Galois extension of B< sup> G with Galois group? such that B<
sup> G is a separable C< sup> G-algebra where C is the center of B, H is a normal …