Postulation of disjoint unions of lines and a multiple point, II
classification
🧮 math.AG
keywords
disjointlinespostulationcarlinicatalisanoconjectureexpectedfunction
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We study the postulation of a general union $X\subset \mathbb {P}^3$ of one m-point $mP$ and $t$ disjoint lines. We prove that it has the expected Hilbert function, proving a conjecture by E. Carlini, M. V. Catalisano and A. V. Geramita.
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