Lengths of generalized fractions of modules having small polynomial type
NT Cuong, ND Minh - Mathematical Proceedings of the Cambridge …, 2000 - cambridge.org
Throughout this paper, let M be a finitely generated module over a Noether local ring
(A,[mfr]) with dim M= d. Let x=(x1,…, xd) be a system of parameters of M and n=(n1,…, nd)∈ …
(A,[mfr]) with dim M= d. Let x=(x1,…, xd) be a system of parameters of M and n=(n1,…, nd)∈ …
[引用][C] Lengths of generalized fractions of modules having small polynomial type
NTU CUONG, NDUC MINH - Mathematical Proceedings of the …, 2000 - cir.nii.ac.jp
Lengths of generalized fractions of modules having small polynomial type | CiNii Research
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CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 論文・データを …
Lengths of generalized fractions of modules having small polynomial type
NT Cuong, ND Minh - Mathematical Proceedings of the …, 2000 - ui.adsabs.harvard.edu
Throughout this paper, let M be a finitely generated module over a Noether local ring
(A,[fraktur m]) with dim M= d. Let x=(x1,…, xd) be a system of parameters of M and< U> n=(n …
(A,[fraktur m]) with dim M= d. Let x=(x1,…, xd) be a system of parameters of M and< U> n=(n …
Lengths of generalized fractions of modules having small polynomial type
NT CUONG, MN DUC - Mathematical Proceedings of the Cambridge …, 2000 - elibrary.ru
Throughout this paper, let M be a finitely generated module over a Noether local ring (A,)
with dim M= d. Let x=(x 1,..., xd) be a system of parameters of M and n=(n 1,..., nd)∈ ℕ da d …
with dim M= d. Let x=(x 1,..., xd) be a system of parameters of M and n=(n 1,..., nd)∈ ℕ da d …