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Local Cohomology and Sequentially Generalized Cohen-Macaulay Modules
Paper Type  |
Contributed Paper |
Title |
Local Cohomology and Sequentially Generalized Cohen-Macaulay Modules |
Author |
Amir Mafi |
Email |
a_mafi@ipm.ir |
|
Abstract: Let (R, m) be a commutative Notherian local ring and M a finitely generated R-module with dim M = d. It is shown that M is a sequentially generalized Cohen-Macaulay module if and only if the local cohomology modules Hmj(M) are either of finite length or generalized co-Cohen-Macaulay of Noetherian dimension j for all 0 < j < d-1.
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Start & End Page |
1444 - 1448 |
Received Date |
2011-11-30 |
Revised Date |
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Accepted Date |
2013-08-19 |
Full Text |
Download |
Keyword |
sequentially generalized cohen-macaulay moduled, local cohomology modules |
Volume |
Vol.41 No.5/2 (OCTOBER 2014) |
DOI |
|
Citation |
Mafi A., Local Cohomology and Sequentially Generalized Cohen-Macaulay Modules, Chiang Mai J. Sci., 2014; 41(5/2): 1444-1448. |
SDGs |
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