ON ENDOMORPHISM RINGS OF NOETHERIAN QUASI-INJECTIVE MODULES Page 1
Harada, M. and Ishii, T. Osaka J. Math. 9 (1972), 217-223 ON ENDOMORPHISM RINGS OF …

In the previous paper [4] the author and T. Ishii studied the endomorphism rings of
noetherian quasi-injective modules. As an application of it, we consider, in this paper, quasi …

In this paper modules with ascending chain condition (acc)(respectively, with descending
chain conditon (dcc)) on essential submodules are investigated: Finitely generated quasi …

QUASI-INJECTIVE AND PSEUDO-INFECTIVE MODULES Page 1 Canad. Math. Bull. Vol. 18
(3), 1975 QUASI-INJECTIVE AND PSEUDO-INFECTIVE MODULES BY SK JAIN AND SURJEET …

Let R be a ring. A right R-module M is called minimal quasi-injective if every homomorphism
from a simple submodule of M to M can be extended to an endomorphism of M. Some …

1. Introduction In [5], Nicholson and Yousif called a ring R right principallv in iective (P-in.
jective) if every R-ho~ nomorphism from a principal right ideal to 11 is left multiplication by …

Let $ R $ be a ring, $ E= E (R_R) $ its injective envelope, $ S=\operatorname {End}(E_R) $
and $ J $ the Jacobson radical of $ S $. It is shown that if every finitely generated submodule …

Let be a non-empty collection of right ideals of a ring R. A right R-module X is called-
injective provided each R-homomorphism ϕ: A→ X with A in can be lifted to an R …

The problem of classifying properties of the endomorphism ring of a module in terms of
properties of the module is most naturally approached via a bijection between certain left or …

In [3] C. Faith and EA Walker gave a characterization of a left artinian ring in terms of module
theories. That is, a ring B is left artinian if and only if every injective left B-module is a direct …