Normalizing Extensions and Modules
被引量：3
正规化扩张和摸(英文)
摘要
设环S是环R的正规化扩张.本文讨论了R—模与S—模两者间的若干相关性质.
同被引文献17
-
1方洪锦.Excellent扩张和弱维数[J].数学杂志,1994,14(3):335-338. 被引量：1
-
2欧阳伦群.一类MoritaContexts的M-投射左总体维数[J].数学研究,2006,39(1):89-93. 被引量：1
-
3Liu Zhongkui，东北数学，1994年，10卷，4期，511页
-
4ENOCHS E E,JENDA O M G. Gorensteininjective and projective modules [J]. MathematischeZeitschrift, 1995,220(1): 611-633.
-
5HOLM H, JORGENSEN P. Semi-dualizing moduesand related Gorenstein homological dimensions [J].Pure Appl Algebra, 2006, 205(2); 423 -445.
-
6DING N Q, MAO L X. Strongly Gorenstein flatmodules [J]. Journal of Australian MathematicolSociety,2009,86(3) : 323-338.
-
7DING N Q, MAO L X. Gorenstein FP-injective andGorenstein flat modules[J]. Journal of Algebra andits Applications, 2008, 7(4): 491-506.
-
8GILLESPIE J. Model Structures on modules overDing-Chen rings[J]. Homology Application , 2010,12(1): 61-73.
-
9DING N Q,CHEN J L. The flat dimension of inje-ctive modules[J]. Manuscripta Mathematica , 1993,78(2); 165 -177.
-
10YANG G,LIU Z K,LIANG L. Ding projectiveand Ding injective modues[J]. Algebra Colloquium,2013, 20(4): 601-612.
