AbstractBy using a computer we are able to pose a conjecture for the expected number of generators of the ideal of a non-special general irreducible curve in Pr with degree d, genus g, for d≥r+g. We prove the conjecture for C of degree d≤60
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
By using a computer we are able to pose a conjecture for the expected number of generators of the id...
By using a computer we are able to pose a conjecture for the expected number of generators of the id...
AbstractWe pose a conjecture for the expected number of generators of the ideal of the union C of s ...
AbstractWe pose a conjecture for the expected number of generators of the ideal of the union C of s ...
Let C be an irreducible projective curve of degree d in P^n(K), where K is an algebraically closed...
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
We address the problem of computing the generators of the ideal of an irreducible parametric variet...
We address the problem of computing the generators of the ideal of an irreducible parametric variet...
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
By using a computer we are able to pose a conjecture for the expected number of generators of the id...
By using a computer we are able to pose a conjecture for the expected number of generators of the id...
AbstractWe pose a conjecture for the expected number of generators of the ideal of the union C of s ...
AbstractWe pose a conjecture for the expected number of generators of the ideal of the union C of s ...
Let C be an irreducible projective curve of degree d in P^n(K), where K is an algebraically closed...
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
In this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) for ration...
We address the problem of computing the generators of the ideal of an irreducible parametric variet...
We address the problem of computing the generators of the ideal of an irreducible parametric variet...
Abstract. In this paper results about the Hilbert function and about the number of minimal gener-ato...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an ...
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