Cohen-Macaulay Dimension of Modules over Noetherian Rings

J Asadollahi, S Salarian - The Rocky Mountain Journal of Mathematics, 2005 - JSTOR
COHEN-MACAULAY DIMENSION OF MODULES OVER NOETHERIAN RINGS Page 1 ROCKY
MOUNTAIN JOURNAL OF MATHEMATICS Volume 35, Number 4, 2005 COHEN-MACAULAY …
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[PDF][PDF] COHEN-MACAULAY DIMENSION OF MODULES OVER NOETHERIAN RINGS

J ASADOLLAHI, SH SALARIAN - JOURNAL OF MATHEMATICS, 2005 - academia.edu
We extend a criterion of Gerko for a ring to be Cohen-Macaulay to arbitrary, not necessarily
local, Noetherian rings. Our version reads as follows: The Noetherian ring R is Cohen …

COHEN-MACAULAY DIMENSION OF MODULES OVER NOETHERIAN RINGS

J ASADOLLAHI, SH SALARIAN - JOURNAL OF MATHEMATICS, 2005 - projecteuclid.org
We extend a criterion of Gerko for a ring to be Cohen-Macaulay to arbitrary, not necessarily
local, Noetherian rings. Our version reads as follows: The Noetherian ring R is Cohen …

[引用][C] Cohen-Macaulay Dimension of Modules over Noetherian Rings

J Asadollahi, S Salarian - Rocky Mountain J. Math., 2005 - dml.mathdoc.fr
Cohen-Macaulay Dimension of Modules over Noetherian Rings logo dml Revues Livres
Sources Tout Tout Auteur Titre Bibliographie Inclure les e-prints dans la recherche (arXiv …

[引用][C] Cohen-Macaulay Dimension of Modules over Noetherian Rings

J Asadollahi, S Salarian - Rocky Mountain Journal of Mathematics, 2005 - projecteuclid.org
We extend a criterion of Gerko for a ring to be Cohen-Macaulay to arbitrary, not necessarily
local, Noetherian rings. Our version reads as follows: The Noetherian ring R is Cohen …