The zero--dimensional subschemes of $\Q=\PP^1\times\PP^1$ arising as scheme--theoretic complete intersections of two curves are considered. The main goal is to describe the possible Hilbert functions and to give some information on the graded Betti numbers of such schemes.
Scheme--theoretic complete intersections in P^1xP^1
ZAPPALA', Giuseppe
2013-01-01
Abstract
The zero--dimensional subschemes of $\Q=\PP^1\times\PP^1$ arising as scheme--theoretic complete intersections of two curves are considered. The main goal is to describe the possible Hilbert functions and to give some information on the graded Betti numbers of such schemes.File in questo prodotto:
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