Mathematics – Algebraic Geometry
Scientific paper
1998-04-15
Mathematics
Algebraic Geometry
AMSTeX with AMSppt style; 5 pages
Scientific paper
Let X be a smooth projective surface. Here we study the postulation of a general union Z of fat points of X, when most of the connected components of Z have multiplicity 2. This problem is related to the existence of "good" families of curves on X, with prescribed singularities, most of them being nodes, and to the cohomology of suitable line bundles on blowing ups of X. More precise statements are obtained in the case X=P^2.
Ballico Edoardo
Chiantini Luca
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