Add to ORKGThroughout this paper R is a ring with identity and every R-module is unital. Let t be a hereditary torsion theory with respect to R (see Golan [3]). A submodule N of a right R-module M is said to be t-dense in M, ..
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
AbstractLet R be a ring with identity. Let C be a class of R-modules which is closed under submodule...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
Let R be a ring with identity, and let Mod-R be the category of right R-modules. Let M be a right R-...
M be a right R-module. We denote by E(M) the injective hull of M. M is called QF-3’ module, if E(M) ...
This thesis examines the structure of injective modules over commutative noetherian rings. The autho...
© 2017 World Scientific Publishing Company. The aim of the present article is to investigate the str...
summary:Rim and Teply [10] investigated relatively exact modules in connection with the existence of...
AbstractGiven any injective module IR, its bicommutator S contains as a subring the ring Q of quotie...
summary:Rim and Teply [10] investigated relatively exact modules in connection with the existence of...
summary:An $R$-module $M$ is said to be an extending module if every closed submodule of $M$ is a di...
summary:An $R$-module $M$ is said to be an extending module if every closed submodule of $M$ is a di...
AbstractLet R be a ring. An R-module X is called c-injective if, for every closed submodule L of eve...
Thesis (M.Sc) - University of Natal, Pietermaritzburg, 2003The purpose of this thesis is to investig...
A definition of torsion theory T on the category R-mod of left R-modules is given, using an equivale...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
AbstractLet R be a ring with identity. Let C be a class of R-modules which is closed under submodule...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
Let R be a ring with identity, and let Mod-R be the category of right R-modules. Let M be a right R-...
M be a right R-module. We denote by E(M) the injective hull of M. M is called QF-3’ module, if E(M) ...
This thesis examines the structure of injective modules over commutative noetherian rings. The autho...
© 2017 World Scientific Publishing Company. The aim of the present article is to investigate the str...
summary:Rim and Teply [10] investigated relatively exact modules in connection with the existence of...
AbstractGiven any injective module IR, its bicommutator S contains as a subring the ring Q of quotie...
summary:Rim and Teply [10] investigated relatively exact modules in connection with the existence of...
summary:An $R$-module $M$ is said to be an extending module if every closed submodule of $M$ is a di...
summary:An $R$-module $M$ is said to be an extending module if every closed submodule of $M$ is a di...
AbstractLet R be a ring. An R-module X is called c-injective if, for every closed submodule L of eve...
Thesis (M.Sc) - University of Natal, Pietermaritzburg, 2003The purpose of this thesis is to investig...
A definition of torsion theory T on the category R-mod of left R-modules is given, using an equivale...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...
AbstractLet R be a ring with identity. Let C be a class of R-modules which is closed under submodule...
As a generalization of the divisibility of an abelian group, injectivity was defined for modules by ...