Exploiting an observation of [M.G. Marinari, H. M. Moeller, T. Mora, "Groebner Bases of Ideals Defined by Functionals with an Application to Ideals of Projective Points", AAECC 4 (1993), 103-145], we design a procedure to compute minimal generators of the ideal of distinct projective points. The algortihm has polynomial cost and consists essentially of iterated Gaussian eliminations.
Minimally generating ideals of points in polynomial time using linear algebra / Cioffi, Francesca. - In: RICERCHE DI MATEMATICA. - ISSN 0035-5038. - STAMPA. - 48:1(1999), pp. 55-63.
Minimally generating ideals of points in polynomial time using linear algebra
CIOFFI, FRANCESCA
1999
Abstract
Exploiting an observation of [M.G. Marinari, H. M. Moeller, T. Mora, "Groebner Bases of Ideals Defined by Functionals with an Application to Ideals of Projective Points", AAECC 4 (1993), 103-145], we design a procedure to compute minimal generators of the ideal of distinct projective points. The algortihm has polynomial cost and consists essentially of iterated Gaussian eliminations.File in questo prodotto:
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