Gorenstein homological dimensions and Auslander categories
MA Esmkhani, M Tousi - Journal of Algebra, 2007 - Elsevier
In this paper, we study Gorenstein projective and flat modules over a Noetherian ring R. For
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
Gorenstein homological dimensions and Auslander categories
MA Esmkhani, M Tousi - Journal of Algebra, 2007 - infona.pl
In this paper, we study Gorenstein projective and flat modules over a Noetherian ring R. For
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
Gorenstein homological dimensions and Auslander categories
MA Esmkhani, M Tousi - arXiv preprint math/0511612, 2005 - arxiv.org
In this paper, we study Gorenstein injective, projective, and flat modules over a Noetherian
ring $ R $. For an $ R $-module $ M $, we denote by ${\rm Gpd} _RM $ and ${\rm Gfd} _R M …
ring $ R $. For an $ R $-module $ M $, we denote by ${\rm Gpd} _RM $ and ${\rm Gfd} _R M …
[PDF][PDF] Gorenstein homological dimensions and Auslander categories
MA Esmkhania, M Tousia - Journal of Algebra, 2007 - core.ac.uk
In this paper, we study Gorenstein projective and flat modules over a Noetherian ring R. For
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
an R-module M, we show that Gorenstein projective dimension of M is finite if and only if …
[PDF][PDF] GORENSTEIN HOMOLOGICAL DIMENSIONS AND AUSLANDER CATEGORIES
MALI ESMKHANI, M TOUSI - arXiv preprint math/0511612 - Citeseer
In this paper, we study Gorenstein injective, projective, and flat modules over a Noetherian
ring R. For an R-module M, we denote by GpdRM and GfdRM the Gorenstein projective and …
ring R. For an R-module M, we denote by GpdRM and GfdRM the Gorenstein projective and …
Gorenstein homological dimensions and Auslander categories
MA Esmkhani, M Tousi - arXiv Mathematics e-prints, 2005 - ui.adsabs.harvard.edu
In this paper, we study Gorenstein injective, projective, and flat modules over a Noetherian
ring $ R $. For an $ R $-module $ M $, we denote by ${\rm Gpd} _RM $ and ${\rm Gfd} _R M …
ring $ R $. For an $ R $-module $ M $, we denote by ${\rm Gpd} _RM $ and ${\rm Gfd} _R M …
[PDF][PDF] GORENSTEIN HOMOLOGICAL DIMENSIONS AND AUSLANDER CATEGORIES
MALI ESMKHANI, M TOUSI - arXiv preprint math/0511612 - Citeseer
In this paper, we study Gorenstein injective, projective, and flat modules over a local
Noetherian ring (R, m). We correspond to a dualizing complex D of ˆR, the classes A′(R) …
Noetherian ring (R, m). We correspond to a dualizing complex D of ˆR, the classes A′(R) …