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 graded modules …
FCP-gr-projective R-modules and by using of special finitely copresented graded modules …
CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES.
M Amini, D Bennis, S Mamdouhi - … Electronic Journal of …, 2022 - search.ebscohost.com
Let R be a ring graded by a group G and n > 1 an integer. We introduce the notion of n-
FCP-gr-projective R-modules and by using of special finitely copresented graded modules …
FCP-gr-projective R-modules and by using of special finitely copresented graded modules …
[PDF][PDF] CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES
M Amini, D Bennis, S Mamdouhi - International Electronic Journal of Algebra, 2022 - ieja.net
Let R be a ring graded by a group G and n≥ 1 an integer. We introduce the notion of n-FCP-
gr-projective R-modules and by using of special finitely copresented graded modules, we …
gr-projective R-modules and by using of special finitely copresented graded modules, we …
[PDF][PDF] CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES
M Amini, D Bennis, S Mamdouhi - scholar.archive.org
Let R be a ring graded by a group G and n≥ 1 an integer. We introduce the notion of n-FCP-
gr-projective R-modules and by using of special finitely copresented graded modules, we …
gr-projective R-modules and by using of special finitely copresented graded modules, we …
Category of -FCP-gr-projective modules with respect to special copresented graded modules
M Amını, D Bennıs, S Mamdouhı - International Electronic Journal of … - dergipark.org.tr
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 …
[PDF][PDF] CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES
M Amini, D Bennis, S Mamdouhi - International Electronic Journal of Algebra, 2022 - ieja.net
Let R be a ring graded by a group G and n≥ 1 an integer. We introduce the notion of n-FCP-
gr-projective R-modules and by using of special finitely copresented graded modules, we …
gr-projective R-modules and by using of special finitely copresented graded modules, we …
[PDF][PDF] CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES
M Amini, D Bennis, S Mamdouhi - ieja.net
Let R be a ring graded by a group G and n≥ 1 an integer. We introduce the notion of n-FCP-
gr-projective R-modules and by using of special finitely copresented graded modules, we …
gr-projective R-modules and by using of special finitely copresented graded modules, we …
[PDF][PDF] CATEGORY OF n-FCP-GR-PROJECTIVE MODULES WITH RESPECT TO SPECIAL COPRESENTED GRADED MODULES
M Amini, D Bennis, S Mamdouhi - ieja.net
Let R be a ring graded by a group G and n≥ 1 an integer. We introduce the notion of n-FCP-
gr-projective R-modules and by using of special finitely copresented graded modules, we …
gr-projective R-modules and by using of special finitely copresented graded modules, we …