… Also, quasi-injective modules and acts have been studied by many categorists. In this paper,
we study quasi-injectivity in the category of … For a simple example, take S to be the one …

… and module theory. In 1961, Johnson and Wong ([8]) studied quasi-injective modules, a
module M is called quasi-injective … Next, we show that every simple right ideal of R2 is nilpotent. …

… Because Λ is self-injective, we see that r is simple by [15, … (⇐) By Lemma 2.2, one sees that
P is projective and injective… Λ the associate module category modulo injective modules, and …

… Motivated by min-pure injective modules, we introduce the homological objects which
are … , whence R is Artinian by [2, Theorem 1] and the fact that simple injectives are min-injective. …

… -modules and R-homomorphisms will be simply referred to as complexes. We will distinguish
left R-modules from right R-modules … concept of FP n -injective modules. Below we present …

… lattices could be proved using a simple limit argument, but this does … modules are the same
as injective modules, so that every abstract module is an inverse limit of projective modules…

… injective modules and we extend the known result that over a right hereditary ring factor
modules of injective modules are injective… modules P(1) and P(2) and two nonisomorphic simple …

… modules to simpler ones by less restrictive decomposition, such as primary decomposition,
or by resolution, such as by projective or injective modules… Zn-module, and there is simply no …

… supplement extending modules, a semi-simple module need … For example, M=𝑍2⨁𝑍2 as
Z-module is semi-simple module … in injective hull of M, then N ⨁ K is essential in injective hull of …

… While his radical did not contribute to the classification of simple algebras, it certainly deepened
… M-injective module V G a[M] is M-generated, this map is surjective for such modules. To …