Punti distinti in P^2 con funzione di Hilbert generica
Abstract
Let X be a set of distinct points in “generic position” in P2k, k algebraically closed field of characteristic zero. We describe the base locus for the system of curves of minimal degree passing through X, provided that the homgeneous ideal I(X) has a minimal set of generators containing “many” elements.The authors retain all rights to the original work without any restrictions.
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