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Cite Publication Date: Jul 26, 2004 | |
 Citations: 62 |
Affiliation: Cornell University
Let I be a homogeneous ideal in a polynomial ring over a field. By Macaulay's Theorem, there exists a lexicographic ideal L with the same Hilbert function as I. We prove that the graded Betti numbers of I are obtained from those of L by a sequence of consecutive cancellations.
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