Stability of strongly Gorenstein flat modules
Z Wang, Z Liu - Vietnam Journal of Mathematics, 2014 - Springer
Abstract A left R-module M is called two-degree strongly Gorenstein flat if there exists an
exact sequence⋯⟶ D 1⟶ D 0⟶ D− 1⟶ D− 2⟶⋯ of strongly Gorenstein flat left R-modules …
exact sequence⋯⟶ D 1⟶ D 0⟶ D− 1⟶ D− 2⟶⋯ of strongly Gorenstein flat left R-modules …
[PDF][PDF] STABILITY OF STRONGLY GORENSTEIN FLAT MODULES
Z WANG, Z LIU - arXiv preprint arXiv:1301.5573, 2013 - researchgate.net
Abstract A left R-module M is called two-degree strongly Gorenstein flat if there exists an
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …
[PDF][PDF] STABILITY OF STRONGLY GORENSTEIN FLAT MODULES
Z WANG, Z LIU - arXiv preprint arXiv:1301.5573, 2013 - academia.edu
Abstract A left R-module M is called two-degree strongly Gorenstein flat if there exists an
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …
Stability of strongly Gorenstein flat modules
Z Wang, Z Liu - arXiv e-prints, 2013 - ui.adsabs.harvard.edu
Abstract A left $ R $-module $ M $ is called two-degree Ding projective if there exists an
exact sequence $...\longrightarrow D_ {1}\longrightarrow D_ {0}\longrightarrow D …
exact sequence $...\longrightarrow D_ {1}\longrightarrow D_ {0}\longrightarrow D …
Stability of Strongly Gorenstein Flat Modules
Z Wang, Z Liu - Vietnam Journal of Mathematics, 2014 - infona.pl
A left R-module M is called two-degree strongly Gorenstein flat if there exists an exact
sequence⋯⟶ D 1⟶ D 0⟶ D− 1⟶ D− 2⟶⋯ of strongly Gorenstein flat left R-modules such that …
sequence⋯⟶ D 1⟶ D 0⟶ D− 1⟶ D− 2⟶⋯ of strongly Gorenstein flat left R-modules such that …
Stability of strongly Gorenstein flat modules
Z Wang, Z Liu - arXiv preprint arXiv:1301.5573, 2013 - arxiv.org
A left $ R $-module $ M $ is called two-degree Ding projective if there exists an exact
sequence $...\longrightarrow D_ {1}\longrightarrow D_ {0}\longrightarrow D …
sequence $...\longrightarrow D_ {1}\longrightarrow D_ {0}\longrightarrow D …
[PDF][PDF] STABILITY OF STRONGLY GORENSTEIN FLAT MODULES
Z WANG, Z LIU - arXiv preprint arXiv:1301.5573, 2013 - researchgate.net
Abstract A left R-module M is called two-degree strongly Gorenstein flat if there exists an
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …
exact sequence···−→ D1−→ D0−→ D− 1−→ D− 2−→··· of strongly Gorenstein flat left R …