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具有广义分解的态射幂的广义逆 被引量:2

On generalized inverses of morphisms power with generalized factorization
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摘要 研究了具有广义分解的态射幂的Moore Penrose逆的存在条件及其表达式 ,给出群逆的表达式 ,并得到了态射幂的Moore Penrose与群逆之间的关系 ,推广了具有泛分解的广义逆的相应的结果 . This paper studies existential conditions and expressions for Moore-Penrose inverse of morphisms power with generalized factorization, gives expressions of group inverse, obtains the relationship between Moore-Penrose inverse of morphisms power and group inverse, and generalizes the corresponding results of morphisms with universal factorizations.
出处 《华中师范大学学报(自然科学版)》 CAS CSCD 北大核心 2002年第3期281-283,共3页 Journal of Central China Normal University:Natural Sciences
关键词 态射幂 广义逆 预加范畴 广义分解 MOORE-PENROSE逆 群逆 泛分解 GDN-分解 preadditive category generalized factorization Moore-Penrose inverse group inverse morphism
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  • 1岑建苗.关于具有泛分解态射的广义Moore-Penrose逆[J].数学学报(中文版),2007,50(1):117-126. 被引量:3
  • 2庄瓦金.范畴中态射的广义逆[J].数学学报,1988,31(1):39-45.
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  • 4Puystjens R, Robinson D W. The Moore Penrose inverse of morphism with factorization [J]. Linear Algebra Appl, 1981, 40: 129-141.
  • 5Robison D W, Puystjens R. Generalized inverses of morphism with kernels[J]. Linear Algebra Appl, 1987, 96:65 -86.
  • 6Miao J M, Robinson D W. Group and Moore Penrose in verse of regular morphism with kernel and cokernel [J]. Linear Algebra Appl, 1988, 110:263 -270.
  • 7Davis D L, Robinson D W. Generalized inverses of morphism[J]. Linear Algebra Appl., 1972,5:319-328.
  • 8Puystjens R, Robinson D W. The Moore-Penrose inverse of morphism with factorization[J]. Linear Algebra Appl., 1981,40:129-141.
  • 9Robison D W, Puystjens R. Generalized inverses of morphism with kernels[J]. Linear Algebra Appl., 1987, 96:65-86.
  • 10章劲鸥,岑建苗.关于正则态射的广义Moore-Penrose逆[J].纯粹数学与应用数学,2008,24(3):559-565. 被引量:3

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