In this paper we expand on some results exposed in a previous one, in which we introduce the concept of inessential and strongly inessential generators ib a standard basis of a saturated homogeneous ideal. The appearance of a strongly inessential element seemed to be a non generic situation; in this paper we analyse their presence in a perfect height 2 ideal with the gratest number of generators according to Dubreil's inequality.

Strongly inessenttial elements of a perfect height 2 ideal / Beccari, Giannina; Massaza, Carla. - In: RENDICONTI DELL'ISTITUTO DI MATEMATICA DELL'UNIVERSITÀ DI TRIESTE. - ISSN 0049-4704. - 44:(In corso di stampa), pp. 1-30.

Strongly inessenttial elements of a perfect height 2 ideal

BECCARI, GIANNINA;MASSAZA, Carla
In corso di stampa

Abstract

In this paper we expand on some results exposed in a previous one, in which we introduce the concept of inessential and strongly inessential generators ib a standard basis of a saturated homogeneous ideal. The appearance of a strongly inessential element seemed to be a non generic situation; in this paper we analyse their presence in a perfect height 2 ideal with the gratest number of generators according to Dubreil's inequality.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/2505569
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