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探研极大平坦维数 被引量:1

Research on Max -flat Dimension
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摘要 文中在极大平坦维数的定义基础上,研究了极大平坦维数的性质,并且以极大平坦维数为工具来刻画半遗传环、遗传环和正则环. The paper introduces the concept of max - flat dimension and its properties.The max - flat dimension is applied in researching semi - hereditary rings,hereditary rings and regular rings.
出处 《通化师范学院学报》 2010年第12期11-13,共3页 Journal of Tonghua Normal University
关键词 极大平坦模 极大平坦维数 平坦分解 max -flat module max -flat dimension flat resolution
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  • 1汪明义,张闺明.凝聚环上模的广义Morita对偶及Tilting定理[J].四川师范大学学报(自然科学版),1994,17(4):43-49. 被引量:4
  • 2Wang M Y, Zhao G. On maximal injectivity[J]. Acta Mathematica Sinica (English Series), preprint.
  • 3Lam T Y. Lectures on modules and rings[M]. New York/Berlin/Herdelberg:Spinger-Verlag, 1998.
  • 4Lam T Y. A first course in noncommutative rings[M]. New York/Berlin/Herdelberg:Spinger-Verlag, 1991.
  • 5Anderson F W, Fuller K R. Rings and categories of module (2nd Edition)[M]. New York/Herdelberg/Berlin:SpingerVerlag, 1992.
  • 6Enben Matlis. Injective modules over noetherian rings[J]. Pacific J. Math. Soc, 1958, 8:511 - 528.
  • 7Rotman J J. An introduction to homologic algbra[M]. New York/San Franciscco/London:Acdemic Press, 1979.
  • 8Ramamurthi V S. On the injectivity and flatness of cyclic modules[J]. Proc. Amer. Math. Soc, 1975, 48:21-25.
  • 9Rege M B. On Von Neumann regular rings and SF-rings[J]. Math. Japonica, 1986, 31(6) :927- 936.
  • 10Baer R. Abelian groups that are direct summands of every containing abelian group[J ]. Bull. Amer. Math. Soc, 1940, 46:800 - 806.

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