Linear systems of surfaces with double points: Terracini revisited

  • Joaquim Roé
  • Giuseppe Zappalà
  • Silvano Baggio

Abstract

In this paper we study the linear systems of degree m hypersurfaces in the n-dimensional projective space with d fixed points of multiplicity e in general position, focusing on the case n=3, e=2. The goal is to compute the dimension of such systems.
Published
2003-06-01
Section
Articoli