We study the problem of the computation of the radical of an ideal of polynomials with coefficients over fields of arbitrary characteristic. We show how to use Seidenberg's condition P to solve this problem in the case of positive characteristic.
Computation of the radical of polynomial ideals over fields of arbitrary characteristic
FORTUNA, ELISABETTA;GIANNI, PATRIZIA;
2001-01-01
Abstract
We study the problem of the computation of the radical of an ideal of polynomials with coefficients over fields of arbitrary characteristic. We show how to use Seidenberg's condition P to solve this problem in the case of positive characteristic.File in questo prodotto:
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