DOIAbstract
AbstractWe propose an algorithm for computing the radical of a polynomial ideal in positive characteristic. The algorithm does not involve polynomial factorization
AbstractWe propose an algorithm for computing the radical of a polynomial ideal in positive characteristic. The algorithm does not involve polynomial factorization
International audienceWe present a new algorithm for computing the real radical of an ideal and, mor...
AbstractWe propose an algorithm for transforming a characteristic decomposition of a radical differe...
AbstractWe call a differential ideal universally characterizable, if it is characterizable w.r.t. an...
AbstractWe propose a method for computing the radical of an arbitrary ideal in the polynomial ring i...
AbstractWe propose an algorithm for computing the radical of a polynomial ideal in positive characte...
We give an algorithm which represents the radical J of a finitely generated differential ideal as an...
The regular representation of the radical of a differential ideal has various applications such as s...
In this paper, we describe new methods to compute the radical (resp. real radical) of an ideal, assu...
International audienceIn this paper, we describe new methods to compute the radical (resp. real radi...
International audienceIn this paper, we describe new methods to compute the radical (resp. real radi...
The purpose of this paper is to give a complete effective solution to the problem of computing radic...
International audienceThis paper presents an algorithm for decomposing any positive-dimensional poly...
This paper shows an algorithm to construct the Gröbner bases of radicals of zero-dimensional ideals....
International audienceWe give an algorithm which represents the radical J of a finitely generated di...
AbstractThe purpose of this paper is to give a complete effective solution to the problem of computi...
International audienceWe present a new algorithm for computing the real radical of an ideal and, mor...
AbstractWe propose an algorithm for transforming a characteristic decomposition of a radical differe...
AbstractWe call a differential ideal universally characterizable, if it is characterizable w.r.t. an...
AbstractWe propose a method for computing the radical of an arbitrary ideal in the polynomial ring i...
AbstractWe propose an algorithm for computing the radical of a polynomial ideal in positive characte...
We give an algorithm which represents the radical J of a finitely generated differential ideal as an...
The regular representation of the radical of a differential ideal has various applications such as s...
In this paper, we describe new methods to compute the radical (resp. real radical) of an ideal, assu...
International audienceIn this paper, we describe new methods to compute the radical (resp. real radi...
International audienceIn this paper, we describe new methods to compute the radical (resp. real radi...
The purpose of this paper is to give a complete effective solution to the problem of computing radic...
International audienceThis paper presents an algorithm for decomposing any positive-dimensional poly...
This paper shows an algorithm to construct the Gröbner bases of radicals of zero-dimensional ideals....
International audienceWe give an algorithm which represents the radical J of a finitely generated di...
AbstractThe purpose of this paper is to give a complete effective solution to the problem of computi...
International audienceWe present a new algorithm for computing the real radical of an ideal and, mor...
AbstractWe propose an algorithm for transforming a characteristic decomposition of a radical differe...
AbstractWe call a differential ideal universally characterizable, if it is characterizable w.r.t. an...
Add to ORKG