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- W1497125524 abstract "deformations in P| of those curves. Let us explain the content of each section. Section 1. The results of [1 ; Section 3] are sometimes inconvenient, because it involves unnecessary procedure, that is, we have to take beforehand an ideal / such that R/J is Cohen-Macaulay. We give up this procedure and make simple modification of [1; Proposition 3.1] to define a numerical invariant basic of an arbitrary homogeneous ideal IdR such that dim R/I—2 and depthm/?//^l (Proposition 1.3, Definition 1.4), which extend caractere numerique of [9]. It is a sequence of integers (a; vlr • • , va ', va+i, ' ^c+&) consisting of the degrees of the special generators of /. Section 2. The structure of the module Hi(<5) is important in every case, and we mentioned the relations between the matrix lz (see [1 ; Section 3]) and" @default.
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- W1497125524 date "1984-01-01" @default.
- W1497125524 modified "2023-10-06" @default.
- W1497125524 title "On the structure of arithmetically Buchsbaum curves in {${bf P}sp 3sb k$}" @default.
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- W1497125524 doi "https://doi.org/10.2977/prims/1195181111" @default.
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