Citation: | Gorenstein n-Cotorsion Modules And Gorenstein n-Cotorsion Dimension[J]. Journal of South China Normal University (Natural Science Edition), 2015, 47(6): 111-115. |
[1] BENNIS D. Rings over which the class of Gorenstein flat modules is closed under extensions[J].Comm. Algebra, 2009, 37:855-868
[2]YANG Gang, LIU Zhongkui.Gorenstein flat covers over GF-closed rings[J].Comm. Algebra, 2012, 40(5):1632-1642
[3] MAO Lixin, DING Nanqing.The cotorsion dimension of modules and rings 2006, 249 : 217-233[J].Abelian Groups, Rings, Modules, and Homological Algebra, 2006, 249:217-233
[4]GAO Zenghui.On Gorenstein cotorsion dimension over GF-closed rings[J].Bull. Korean Math. Soc., 2014, 51(1):173-187
[5]LEE S B.n-coherent rings[J].Comm. Algebra, 2002, 30(3):1119-1126
[6] SELVARAJ C, UDHAYAKUMAR R, UMAMAHESWARAN A.Gorenstein n-flat modules and their covers[J].Asia-European Journal of Mathematics, 2014, 7(3):-
[7] ENOCHS E E, JENDA O M G.Relative homological algebra[M]. Belin : Walter de Gruyter, 2000.
[8] DING Nanqing.On envelopes with the Unique Mapping Property[J]. [J].Comm. Algebra, 1996, 24:1459-1470
[9]ENOCHS E E, JENDA O M G, LOPEZ-RAMOS J A.The existence of Gorenstein flat covers[J].Math. Scand, 2004, 94(1):46-62
[10] HOIM H.Gorenstein homological dimensions[J]. [J].Journal of Pure Application Algebra, 2004, 189:167-193
[11] 佟文廷.同调代数引论[M].北京:高等教育出版社, 1998.
[1] BENNIS D. Rings over which the class of Gorenstein flat modules is closed under extensions[J].Comm. Algebra, 2009, 37:855-868
[2]YANG Gang, LIU Zhongkui.Gorenstein flat covers over GF-closed rings[J].Comm. Algebra, 2012, 40(5):1632-1642
[3] MAO Lixin, DING Nanqing.The cotorsion dimension of modules and rings 2006, 249 : 217-233[J].Abelian Groups, Rings, Modules, and Homological Algebra, 2006, 249:217-233
[4]GAO Zenghui.On Gorenstein cotorsion dimension over GF-closed rings[J].Bull. Korean Math. Soc., 2014, 51(1):173-187
[5]LEE S B.n-coherent rings[J].Comm. Algebra, 2002, 30(3):1119-1126
[6] SELVARAJ C, UDHAYAKUMAR R, UMAMAHESWARAN A.Gorenstein n-flat modules and their covers[J].Asia-European Journal of Mathematics, 2014, 7(3):-
[7] ENOCHS E E, JENDA O M G.Relative homological algebra[M]. Belin : Walter de Gruyter, 2000.
[8] DING Nanqing.On envelopes with the Unique Mapping Property[J]. [J].Comm. Algebra, 1996, 24:1459-1470
[9]ENOCHS E E, JENDA O M G, LOPEZ-RAMOS J A.The existence of Gorenstein flat covers[J].Math. Scand, 2004, 94(1):46-62
[10] HOIM H.Gorenstein homological dimensions[J]. [J].Journal of Pure Application Algebra, 2004, 189:167-193
[11] 佟文廷.同调代数引论[M].北京:高等教育出版社, 1998.
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