Add to ORKGAbstract: We study the generalized Segre bound in projective space (mainly in the plane) with respect to zero-dimensional schemes which are more general that the fat point schemes
This paper investigates the Castelnuovo-Mumford regularity of the generic hyperplane section of proj...
AbstractThis paper investigates the Castelnuovo–Mumford regularity of the generic hyperplane section...
AbstractWe give an optimal lower bound in terms of large cardinal axioms for the logical strength of...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this first part we o...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this second part we ...
AbstractWe will give a sharp bound for the regularity index of arbitrary fat points in P3 which gene...
AbstractIn this paper we determine a new upper bound for the regularity index of fat points of P2, w...
For a scheme of fat points Z defined by the saturated ideal I_Z, the regularity index computes the C...
Information on the Hilbert function of a finite set of fat points is relevant in a variety of studie...
For a scheme of fat points Z defined by the saturated ideal IZ, the regularity index computes the Ca...
A bound is given for the regularity index of the coordinate ring of a set of fat points in general p...
AbstractLet I=℘1m1∩⋯∩℘sms be the defining ideal of a scheme of fat points in Pn1×⋯×Pnk with support ...
This work employs geometric methods to investigate the relationship between the geometry of fat poin...
We prove the Segre's upper bound for the regularity index of 2n+1 double points that does not exist ...
Abstract. Let I = ℘m11 ∩... ∩ ℘mss be the defining ideal of a scheme of fat points in Pn1 × · · · ...
This paper investigates the Castelnuovo-Mumford regularity of the generic hyperplane section of proj...
AbstractThis paper investigates the Castelnuovo–Mumford regularity of the generic hyperplane section...
AbstractWe give an optimal lower bound in terms of large cardinal axioms for the logical strength of...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this first part we o...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this second part we ...
AbstractWe will give a sharp bound for the regularity index of arbitrary fat points in P3 which gene...
AbstractIn this paper we determine a new upper bound for the regularity index of fat points of P2, w...
For a scheme of fat points Z defined by the saturated ideal I_Z, the regularity index computes the C...
Information on the Hilbert function of a finite set of fat points is relevant in a variety of studie...
For a scheme of fat points Z defined by the saturated ideal IZ, the regularity index computes the Ca...
A bound is given for the regularity index of the coordinate ring of a set of fat points in general p...
AbstractLet I=℘1m1∩⋯∩℘sms be the defining ideal of a scheme of fat points in Pn1×⋯×Pnk with support ...
This work employs geometric methods to investigate the relationship between the geometry of fat poin...
We prove the Segre's upper bound for the regularity index of 2n+1 double points that does not exist ...
Abstract. Let I = ℘m11 ∩... ∩ ℘mss be the defining ideal of a scheme of fat points in Pn1 × · · · ...
This paper investigates the Castelnuovo-Mumford regularity of the generic hyperplane section of proj...
AbstractThis paper investigates the Castelnuovo–Mumford regularity of the generic hyperplane section...
AbstractWe give an optimal lower bound in terms of large cardinal axioms for the logical strength of...