a remark on proper sequences of modules
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ID: 166676
2004
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Abstract
A bound for the depth of a quotient of the symmetric algebra, S(E), of a finitely generated module E, over a C.M. ring by an ideal of S(E) generated by a subsequence of x1, . . . , xn is obtained in the case when E satisfies the sliding depth condition, with maximal irrelevant ideal generated by a proper sequence x1, . . . , xn in E
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| Reference Key |
g2004attia
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|---|---|
| Authors | ;Rinaldo, G |
| Journal | proceedings of 2018 international conference on information management and technology, icimtech 2018 |
| Year | 2004 |
| DOI |
10.1478/c1a0401007
|
| URL | |
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