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扩大(G,H)-分次环上的投射模

The Projective Modules of Augmented (G,H)-graded Rings
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摘要 讨论扩大(G,H)-分次环上投射模的性质,得到扩大(G,H)-分次R-模范畴R(G,H)-Agr是个有足够多投射对象的Abel范畴,以及P是Agr-投射模当且仅当P是投射R-模等结论. Discusses the properties of projective modules of augmented (G, H) -graded rings, obtains that R(G,H)-Agr is an Abelian category with enough projective objects, and gets that P is an Agr-projective module if and only if P_ is an projective R-module.
作者 柯跃海
出处 《福建师范大学学报(自然科学版)》 CAS CSCD 北大核心 2008年第5期22-26,共5页 Journal of Fujian Normal University:Natural Science Edition
关键词 扩大(G H)-分次环 扩大(G H)-分次模 阿贝尔范畴 投射模 augmented (G, H) -graded ring augmented (G, H) -graded module Abelian category projective module
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参考文献3

  • 1Nastasescu C, Oystaeyen F Van. Graded ring theory [M]. Amsterdan: North-Holland, 1982.
  • 2Refai M. Augmented graded rings [J]. Turkish Journal of Mathematics, 1997, 21 (3): 333--341.
  • 3郑敏,陈清华.扩大(G,H)-分次环[J].福建师范大学学报(自然科学版),2007,23(1):9-12. 被引量:2

二级参考文献4

  • 1Nastasescu C, VanOystaeyen F. Graded ring theory [M]. Amsterdan: North-Holland, 1982.
  • 2Refai M. Augmented graded rings [J]. Turkish Journal of Mathematics, 1997, 21 (3): 333-341.
  • 3Refai M, Fida A, Moh'd M. Characterizations of augumented graded rings [J]. Turkish Journal of Mathematics,2005, 29: 211-219.
  • 4Refai M. Augmented noetherian graded modules [J]. Turkish Journal of Mathematics, 1999, 23: 355--60.

共引文献1

  • 1郑敏,陈清华.分次环与K-群[J].福建师范大学学报(自然科学版),2012,28(3):6-9.

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