[PDF][PDF] Copresented dimension of modules
Copresented Dimension of Modules Page 1 Iranian Journal of Mathematical Sciences and
Informatics Vol. 14, No. 2 (2019), pp 153-157 DOI: 10.7508/ijmsi.2019.02.012 Copresented …
Informatics Vol. 14, No. 2 (2019), pp 153-157 DOI: 10.7508/ijmsi.2019.02.012 Copresented …
Category of -FCP-gr-projective modules with respect to special copresented graded modules
Let $ R $ be a ring graded by a group $ G $ and $ n\geq1 $ an integer. We introduce the
notion of $ n $-FCP-gr-projective $ R $-modules and by using of special finitely copresented …
notion of $ n $-FCP-gr-projective $ R $-modules and by using of special finitely copresented …
n-Super finitely copresented and n-weak projective modules
M Amini - Journal of Algebra and Related Topics, 2022 - jart.guilan.ac.ir
Let $ R $ be a ring and $ n $ a non-negative integer. In this paper, we first introduce the
concept of $ n $-super finitely copresented $ R $-modules and via these modules, we give a …
concept of $ n $-super finitely copresented $ R $-modules and via these modules, we give a …
[PDF][PDF] -COCOHERENT RINGS, -COSEMIHEREDITARY RINGS AND --RINGS
Z Zhanmın - International Electronic Journal of Algebra, 2021 - dergipark.org.tr
Let $ R $ be a ring, $ n $ be an non-negative integer and $ d $ be a positive integer or $\infty
$. A right $ R $-module $ M $ is called\emph {$(n, d)^* $-projective} if ${\rm Ext}^ 1_R (M …
$. A right $ R $-module $ M $ is called\emph {$(n, d)^* $-projective} if ${\rm Ext}^ 1_R (M …
(n, t)-Copresented Modules and (n, t)-Cocoherent Rings
DC Kewira, FF Mbuntum - Journal of the Cameroon Academy of Sciences, 2015 - ajol.info
In this paper, for some hereditary torsion theory (T, F) with associated torsion radical t, the
concepts of t-finitely cogenerated (t-fcg) modules and t-finitely copresented (t-fcp) modules …
concepts of t-finitely cogenerated (t-fcg) modules and t-finitely copresented (t-fcp) modules …