k-torsionless modules with finite Gorenstein dimension
Let R be a commutative Noetherian ring. It is shown that the finitely generated R-module M
with finite Gorenstein dimension is reflexive if and only if M p is reflexive for p∈ Spec (R) …
with finite Gorenstein dimension is reflexive if and only if M p is reflexive for p∈ Spec (R) …
-torsionless modules with finite Gorenstein dimension
M Salimi, E Tavasoli, S Yassemi - Czechoslovak Mathematical Journal, 2012 - dml.cz
Let $ R $ be a commutative Noetherian ring. It is shown that the finitely generated $ R $-
module $ M $ with finite Gorenstein dimension is reflexive if and only if $ M_ {\mathfrak p} …
module $ M $ with finite Gorenstein dimension is reflexive if and only if $ M_ {\mathfrak p} …
[PDF][PDF] k-TORSIONLESS MODULES WITH FINITE
Czechoslovak Mathematical Journal, 2012 - cmjpapers.math.cas.cz
Let R be a commutative Noetherian ring. It is shown that the finitely generated R-module M
with finite Gorenstein dimension is reflexive if and only if Mp is reflexive for p∈ Spec (R) with …
with finite Gorenstein dimension is reflexive if and only if Mp is reflexive for p∈ Spec (R) with …
[引用][C] -torsionless modules with finite Gorenstein dimension
M Salimi, E Tavasoli, S Yassemi - Czechoslovak mathematical …, 2012 - dialnet.unirioja.es
-torsionless modules with finite Gorenstein dimension
M Salimi, E Tavasoli, S Yassemi - Czechoslovak Mathematical Journal, 2012 - eudml.org
Abstract top Let R be a commutative Noetherian ring. It is shown that the finitely generated R-
module M with finite Gorenstein dimension is reflexive if and only if M 𝔭 is reflexive for 𝔭∈ …
module M with finite Gorenstein dimension is reflexive if and only if M 𝔭 is reflexive for 𝔭∈ …
k-torsionless modules with finite Gorenstein dimension
M Salimi, E Tavasoli, S Yassemi - Czechoslovak Mathematical Journal, 2012 - infona.pl
Let R be a commutative Noetherian ring. It is shown that the finitely generated R-module M
with finite Gorenstein dimension is reflexive if and only if M p is reflexive for p∈ Spec (R) …
with finite Gorenstein dimension is reflexive if and only if M p is reflexive for p∈ Spec (R) …