In this paper the (smooth irreducible) curves of the projective space which can be constructed on cones over projectively normal curves C are studied. It is shown that all smooth curves on such cones are projectively normal and a resolution for their homogeneous ideal is given, depending on the resolution of the ideal of C
In this paper projective normalization and projective invariants of planar curves are discussed. It ...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
AbstractIn this paper the (smooth irreducible) curves which can be constructed on cones over project...
In english, 13 pagesLet G/Q be an homogeneous variety embedded in a projective space P thanks to an ...
Algebra of projective differential invariants and description of projective classes of regular smoot...
In this article we consider a generalization of a well-known result by Veronese about rational norma...
We develop a new general method for computing the decomposition type of the normal bundle to a proje...
AbstractFor a smooth curve of genus g embedded by a line bundle of degree at least 2g+3 we show that...
Let $H_{d,g}$ denote the Hilbert scheme of locally Cohen-Macaulay curves of degree $d$ and genus $g$...
We prove that the multiplication of sections of globally generated line bundles on a model wonderful...
Abstract. The `linear orbit ' of a plane curve of degree d is its orbit in P d(d+3)=2 under the...
Abstract. Here we study the postulation of sufficiently general reducible con-nected nodal curves T ...
We prove that in characteristic zero the multiplication of sections of dominant line bundles on a co...
Abstract. We prove that the space of rational curves of a fixed degree on any smooth cubic hypersurf...
In this paper projective normalization and projective invariants of planar curves are discussed. It ...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
AbstractIn this paper the (smooth irreducible) curves which can be constructed on cones over project...
In english, 13 pagesLet G/Q be an homogeneous variety embedded in a projective space P thanks to an ...
Algebra of projective differential invariants and description of projective classes of regular smoot...
In this article we consider a generalization of a well-known result by Veronese about rational norma...
We develop a new general method for computing the decomposition type of the normal bundle to a proje...
AbstractFor a smooth curve of genus g embedded by a line bundle of degree at least 2g+3 we show that...
Let $H_{d,g}$ denote the Hilbert scheme of locally Cohen-Macaulay curves of degree $d$ and genus $g$...
We prove that the multiplication of sections of globally generated line bundles on a model wonderful...
Abstract. The `linear orbit ' of a plane curve of degree d is its orbit in P d(d+3)=2 under the...
Abstract. Here we study the postulation of sufficiently general reducible con-nected nodal curves T ...
We prove that in characteristic zero the multiplication of sections of dominant line bundles on a co...
Abstract. We prove that the space of rational curves of a fixed degree on any smooth cubic hypersurf...
In this paper projective normalization and projective invariants of planar curves are discussed. It ...
Abstract. The projective normality of smooth, linearly normal surfaces of degree 9 in PN is studied....
AbstractIn this paper, continuing work of the second author (J. Pure Appl. Algebra 155 (2001) 77) fo...
DOI
Add to ORKG