Add to ORKGThis paper gives an improved lower bound on the degrees d such that for general points p1,..., pn ∈ P 2 and m> 0 there is a plane curve of degree d vanishing at each pi with multiplicity at least m
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
AbstractLet d(q) denote the minimal degree of a smooth projective plane curve that is defined over t...
Abstract. Fix integers s> 0, mi> 0, 1 ≤ i ≤ s, d> 0, z ≥ 0, and s distinct points of P2. Le...
AbstractThis paper gives an improved lower bound on the degrees d such that for general points p1,…,...
The problem of determining the least degree of plane curves vanishing at given points with certain m...
2000 Mathematics Subject Classification: 14C20, 14E25, 14J26.The famous Nagata Conjecture predicts t...
We provide a lower bound on the degree of curves of the projective plane P2 passing through the cent...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
to appear in Annales de l’Institut FourierThe Nagata Conjecture is one of the most intriguing open ...
AbstractA conjecture is formulated for an upper bound on the number of points in PG(2,q) of a plane ...
AbstractWe prove that a plane curve of degree d with r points of multiplicity m must haved≥m(r−1)∏i=...
Abstract: A conjecture is formulated for an upper bound on the number of points in PG(2, q) of a pla...
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
AbstractLet d(q) denote the minimal degree of a smooth projective plane curve that is defined over t...
Abstract. Fix integers s> 0, mi> 0, 1 ≤ i ≤ s, d> 0, z ≥ 0, and s distinct points of P2. Le...
AbstractThis paper gives an improved lower bound on the degrees d such that for general points p1,…,...
The problem of determining the least degree of plane curves vanishing at given points with certain m...
2000 Mathematics Subject Classification: 14C20, 14E25, 14J26.The famous Nagata Conjecture predicts t...
We provide a lower bound on the degree of curves of the projective plane P2 passing through the cent...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
Here we discuss some variations of Nagata’s conjecture on linear systems of plane curves. The most ...
to appear in Annales de l’Institut FourierThe Nagata Conjecture is one of the most intriguing open ...
AbstractA conjecture is formulated for an upper bound on the number of points in PG(2,q) of a plane ...
AbstractWe prove that a plane curve of degree d with r points of multiplicity m must haved≥m(r−1)∏i=...
Abstract: A conjecture is formulated for an upper bound on the number of points in PG(2, q) of a pla...
A lower bound on the minimum degree of the plane algebraic curves containing every point in a large ...
AbstractLet d(q) denote the minimal degree of a smooth projective plane curve that is defined over t...
Abstract. Fix integers s> 0, mi> 0, 1 ≤ i ≤ s, d> 0, z ≥ 0, and s distinct points of P2. Le...