Characterization of rings using quasiprojective modules. III
JS Golan - Proceedings of the American Mathematical Society, 1972 - ams.org
A ring $ R $ is regular [completely reducible] if and only if the character module of every left
$ R $-module is quasi-injective [quasiprojective]. Submodules of quasiprojective left $ R …
$ R $-module is quasi-injective [quasiprojective]. Submodules of quasiprojective left $ R …
[PDF][PDF] CHARACTERIZATION OF RINGS USING QUASIPROJECTIVE MODULES. Ill
JS GOLAN - american mathematical society, 1972 - scholar.archive.org
A ring R is regular [completely reducible] if and only if the character module of every left Ä-
module is quasi-injective [quasiprojective]. Submodules of quasiprojective left if-modules …
module is quasi-injective [quasiprojective]. Submodules of quasiprojective left if-modules …
Characterization of Rings Using Quasiprojective Modules. III
JS Golan - Proceedings of the American Mathematical Society, 1972 - JSTOR
A ring R is regular completely reducible if and only if the character module of every left R-
module is quasi-injective quasiprojective. Submodules of quasiprojective left R-modules …
module is quasi-injective quasiprojective. Submodules of quasiprojective left R-modules …
[PDF][PDF] CHARACTERIZATION OF RINGS USING QUASIPROJECTIVE MODULES. Ill
JS GOLAN - american mathematical society, 1972 - scholar.archive.org
A ring R is regular [completely reducible] if and only if the character module of every left Ä-
module is quasi-injective [quasiprojective]. Submodules of quasiprojective left if-modules …
module is quasi-injective [quasiprojective]. Submodules of quasiprojective left if-modules …