DOIAbstract
AbstractWe will give a sharp bound for the regularity index of arbitrary fat points in P3 which generalizes Segre bound for the regularity of fat points in general position
AbstractWe will give a sharp bound for the regularity index of arbitrary fat points in P3 which generalizes Segre bound for the regularity of fat points in general position
We will show a sharp upper bound for the regularity index of s + 3double points not on a (
We provide a quantitative lower bound to the Cheeger constant of a set \(\Omega\) in both the Euclid...
SIGLEAvailable from TIB Hannover: H98B1162 / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Techni...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this first part we o...
A bound is given for the regularity index of the coordinate ring of a set of fat points in general p...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this second part we ...
For a scheme of fat points Z defined by the saturated ideal I_Z, the regularity index computes the C...
AbstractWe propose an upper bound for the regularity index of fat points of Pn with no geometric con...
AbstractIn this paper we determine a new upper bound for the regularity index of fat points of P2, w...
AbstractIn a recent paper the authors and M. V. Catalisano gave a sharp bound for the regularity ind...
Abstract: We study the generalized Segre bound in projective space (mainly in the plane) with respec...
For a scheme of fat points Z defined by the saturated ideal IZ, the regularity index computes the Ca...
We prove the Segre's upper bound for the regularity index of 2n+1 double points that does not exist ...
Information on the Hilbert function of a finite set of fat points is relevant in a variety of studie...
AbstractIn this paper we study fat points of Pn whose support is contained in a linear subspace of d...
We will show a sharp upper bound for the regularity index of s + 3double points not on a (
We provide a quantitative lower bound to the Cheeger constant of a set \(\Omega\) in both the Euclid...
SIGLEAvailable from TIB Hannover: H98B1162 / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Techni...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this first part we o...
A bound is given for the regularity index of the coordinate ring of a set of fat points in general p...
Abstract: We study the generalized Segre bound in P4 for fat points schemes. In this second part we ...
For a scheme of fat points Z defined by the saturated ideal I_Z, the regularity index computes the C...
AbstractWe propose an upper bound for the regularity index of fat points of Pn with no geometric con...
AbstractIn this paper we determine a new upper bound for the regularity index of fat points of P2, w...
AbstractIn a recent paper the authors and M. V. Catalisano gave a sharp bound for the regularity ind...
Abstract: We study the generalized Segre bound in projective space (mainly in the plane) with respec...
For a scheme of fat points Z defined by the saturated ideal IZ, the regularity index computes the Ca...
We prove the Segre's upper bound for the regularity index of 2n+1 double points that does not exist ...
Information on the Hilbert function of a finite set of fat points is relevant in a variety of studie...
AbstractIn this paper we study fat points of Pn whose support is contained in a linear subspace of d...
We will show a sharp upper bound for the regularity index of s + 3double points not on a (
We provide a quantitative lower bound to the Cheeger constant of a set \(\Omega\) in both the Euclid...
SIGLEAvailable from TIB Hannover: H98B1162 / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Techni...
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