activity
20012004
most citedOn a class of special linear systems of P^3

9 citations · 29 across the 11 of their papers we have counts for

collaborators

13 papers

math.AG20043 cited

A note on the very ampleness of complete linear systems on blowings-up of P^3

Cindy De Volder, Antonio Laface

In this note we consider the blowing-up X of P^3 along r general points of the anticanonical divisor of a smooth quadric in P^3. Given a complete linear system |L| = |dH - m_1 E_1…

math.AG20041 cited

Recent results on linear systems on generic K3 surfaces

Cindy De Volder, Antonio Laface

In this note we relate about the problem of evaluate the dimension of linear systems through fat points defined on generic surfaces.

math.AG20043 cited

A conjecture on special linear systems of P^3

Antonio Laface, Luca Ugaglia

In this note we consider the behavior of linear systems of P^3 through fat points under a cubo-cubic Cremona transformation. This allows us to produce a class of special systems wh…

math.AG2004

A counterexample to a conjecture on linear systems on P^3

Antonio Laface, Luca Ugaglia

In this note we give a counterexample to a conjecture proposed by Ciliberto about special linear systems of P^n through multiple base points.

math.AG20042 cited

Base locus of linear systems on the blowing-up of P^3 along at most 8 general points

Cindy De Volder, Antonio Laface

Consider a (non-empty) linear system of surfaces of degree d in P^3 through at most 8 multiple points in general position and let L denote the corresponding complete linear system…

math.AG20038 cited

On linear systems of P^3 through multiple points

Cindy De Volder, Antonio Laface

In this paper we prove a conjecture about the dimension of linear systems of surfaces of degree d in P^3 through at most eight multiple points in general position.