On the kernels and co-kernels of the category of quasi-Koszul modules

Let O-K-M-N-O be a short exact sequence of finitely generated R-modules, where R is a Noetherian semiperfect algebra. We mainly discussed such conditions that N is quasi-Koszul provided that K, M are quasi-Koszul, and K is quasi-Koszul provided that M, N are quasi-Koszul, which perfect the results o...

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Published inZhejiang da xue xue bao. Journal of Zhejiang University. Sciences edition. Li xue ban Vol. 38; no. 5; pp. 497 - 499
Main Authors Lu, Jia-Feng, Bao, Ke-Wei, Ye, Xiao-Xiao, Zheng, Xiao-Wan
Format Journal Article
LanguageChinese
Published Zhejiang University Press 01.10.2011
Subjects
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ISSN1008-9497
DOI10.3785/j.issn.1008-9497.2011.05.003

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Abstract Let O-K-M-N-O be a short exact sequence of finitely generated R-modules, where R is a Noetherian semiperfect algebra. We mainly discussed such conditions that N is quasi-Koszul provided that K, M are quasi-Koszul, and K is quasi-Koszul provided that M, N are quasi-Koszul, which perfect the results of Green and Mart nez-Villa in 1996.
AbstractList Let O-K-M-N-O be a short exact sequence of finitely generated R-modules, where R is a Noetherian semiperfect algebra. We mainly discussed such conditions that N is quasi-Koszul provided that K, M are quasi-Koszul, and K is quasi-Koszul provided that M, N are quasi-Koszul, which perfect the results of Green and Mart nez-Villa in 1996.
设R是诺特半完全代数,0→K→M→N→0是有限生成R-模范畴中的任意短正合列.主要研究了当K,M是拟Koszul模时,N何时是拟Koszul模以及M,N是拟Koszul模时,K何时是拟Koszul模,它完善了GREEN和MARTíNEZ-VILLA在1996年得到的结果.
Author Zheng, Xiao-Wan
Ye, Xiao-Xiao
Bao, Ke-Wei
Lu, Jia-Feng
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Snippet Let O-K-M-N-O be a short exact sequence of finitely generated R-modules, where R is a Noetherian semiperfect algebra. We mainly discussed such conditions that...
设R是诺特半完全代数,0→K→M→N→0是有限生成R-模范畴中的任意短正合列.主要研究了当K,M是拟Koszul模时,N何时是拟Koszul模以及M,N是拟Koszul模时,K何时是拟Koszul模,它完善了GREEN和MARTíNEZ-VILLA在1996年得到的结果.
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StartPage 497
SubjectTerms Algebra
Categories
Kernels
Modules
余核
拟koszul模

Title On the kernels and co-kernels of the category of quasi-Koszul modules
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