On non-M-cosingular completely⊕-supplemented modules
DK Tütüncü - Applied Categorical Structures, 2008 - Springer
In this paper, it is shown that any non-M-cosingular ⊕-supplemented module M is (D_3) if
and only if M has the summand intersection property. Let N∈σM be any module such that …
and only if M has the summand intersection property. Let N∈σM be any module such that …
[引用][C] On Non-M-Cosingular Completely⊕-Supplemented Modules
DK Tütüncü - Applied Categorical Structures, 2008 - infona.pl
In this paper, it is shown that any non-$ M $-cosingular $\oplus $-supplemented module $ M
$ is $(D_3) $ if and only if $ M $ has the summand intersection property. Let $ N\in\sigma [M] …
$ is $(D_3) $ if and only if $ M $ has the summand intersection property. Let $ N\in\sigma [M] …
[引用][C] On non-M-cosingular Completely+-supplemented Modules
D KESKİN TÜTÜNCÜ - APPLIED CATEGORICAL …, 2008 - avesis.hacettepe.edu.tr