On n-coherent rings, n-hereditary rings and n-regular rings

2011 - sid.ir
ON N-COHERENT RINGS, N-HEREDITARY RINGS AND N-REGULAR RINGS Page 1 Archive
of SID Bulletin of the Iranian Mathematical Society Vol. 37 No. 4 (2011), pp 251-267. ON …

[PDF][PDF] ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS

Z ZHU - Bulletin of the Iranian Mathematical Society, 2011 - Citeseer
ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS Communicated by
Fariborz Azarpanah 1. Introduction Throughout this p Page 1 Bulletin of the Iranian Mathematical …

[PDF][PDF] ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS

Z ZHU - Bulletin of the Iranian Mathematical Society, 2011 - scholar.archive.org
ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS Communicated by
Fariborz Azarpanah 1. Introduction Throughout this p Page 1 Bulletin of the Iranian Mathematical …

[PDF][PDF] ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS

Z ZHU - Bulletin of the Iranian Mathematical Society, 2011 - sid.ir
ON N-COHERENT RINGS, N-HEREDITARY RINGS AND N-REGULAR RINGS Page 1 Archive
of SID Bulletin of the Iranian Mathematical Society Vol. 37 No. 4 (2011), pp 251-267. ON …

On n-coherent rings, n-hereditary rings and n-regular rings

Z Zhu - Bulletin of the Iranian Mathematical Society, 2011 - bims.iranjournals.ir
We observe some new characterizations of $ n $-presented modules. Using the concepts of
$(n, 0) $-injectivity and $(n, 0) $-flatness of modules, we also present some …

[PDF][PDF] ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS

Z ZHU - Bulletin of the Iranian Mathematical Society, 2011 - researchgate.net
ON n-COHERENT RINGS, n-HEREDITARY RINGS AND n-REGULAR RINGS Communicated by
Fariborz Azarpanah 1. Introduction Throughout this p Page 1 Bulletin of the Iranian Mathematical …

On n-coherent rings, n-hereditary rings and n-regular rings

Z Zhu - Bulletin of the Iranian Mathematical Society, 2011 - bims.iranjournals.ir
We observe some new characterizations of $ n $-presented modules. Using the concepts of
$(n, 0) $-injectivity and $(n, 0) $-flatness of modules, we also present some …