Add to ORKGLet R be a ring which is associative and its radical be N. A ring R is called semilocal if R/N is semisimple. Mochizuki [5] studied the double centralizer of a minimal faithful R-module for the hereditary QF-3 algebra. Harada extended these results to left QF-3 and semi-primary partially PP-rings by using his own terminology. In 1968 Colby and Rutter applied their theory to extend some of the results for semiperfect QF-3 and partially PP-ring. Now aim of this paper is to generalize these results for semilocal QF-3 and partially PP-ring
A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has ...
Abstract: The main purpose of this paper is to study and investigate some results concerning deriva...
AbstractOur study in this note is concentrated on extending the class of strongly π-regular rings, o...
Dlab V, Ringel CM. Every semiprimary ring is the endomorphism ring of a projective module over a qua...
Let M be a left R-module and F a submodule of M for any ring R. We call M F-semiregular if for every...
In a recent paper by Wang and Ding, it was stated that any ring which is generalized supplemented as...
Let R be an associative ring. We define a subset SR of R as SR = [a ? R | aRa = (0)] and call it the...
Abstract. A Γ-so-ring is a structure possessing a natural partial ordering, an infinitary partial ad...
Abstract. Let R be a ring. A right R-module M is called quasi-principally (or semi-) injective if it...
ABSTRACT. We consider rings as in the title and find the precise obstacle for them not to be Quasi-F...
Abstract. We in this note introduce the concept of semi-IFP rings which is a generalization of IFP r...
Abstract. Let τM be any preradical for σ[M] and N any module in σ[M]. In [2], Al-Takhman, Lomp and W...
RM is a left iϊNmodule, then M can be considered as a right ^-module, where ^ = Horn (RM, RM) is th...
Let R be a left hereditary ring. We show that if the left cotorsion envelope C(RR) of R is countably...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has ...
Abstract: The main purpose of this paper is to study and investigate some results concerning deriva...
AbstractOur study in this note is concentrated on extending the class of strongly π-regular rings, o...
Dlab V, Ringel CM. Every semiprimary ring is the endomorphism ring of a projective module over a qua...
Let M be a left R-module and F a submodule of M for any ring R. We call M F-semiregular if for every...
In a recent paper by Wang and Ding, it was stated that any ring which is generalized supplemented as...
Let R be an associative ring. We define a subset SR of R as SR = [a ? R | aRa = (0)] and call it the...
Abstract. A Γ-so-ring is a structure possessing a natural partial ordering, an infinitary partial ad...
Abstract. Let R be a ring. A right R-module M is called quasi-principally (or semi-) injective if it...
ABSTRACT. We consider rings as in the title and find the precise obstacle for them not to be Quasi-F...
Abstract. We in this note introduce the concept of semi-IFP rings which is a generalization of IFP r...
Abstract. Let τM be any preradical for σ[M] and N any module in σ[M]. In [2], Al-Takhman, Lomp and W...
RM is a left iϊNmodule, then M can be considered as a right ^-module, where ^ = Horn (RM, RM) is th...
Let R be a left hereditary ring. We show that if the left cotorsion envelope C(RR) of R is countably...
The weakly regularity of all right R-modules with R an arbitrary ring does not imply the same proper...
A ring R is semiperfect if and only if, for every (cyclic) R-module Al, every maximal submodule has ...
Abstract: The main purpose of this paper is to study and investigate some results concerning deriva...
AbstractOur study in this note is concentrated on extending the class of strongly π-regular rings, o...