Mathematics – Algebraic Geometry
Scientific paper
2004-04-28
Mathematics
Algebraic Geometry
26 pages, Plain TeX + diagrams.tex
Scientific paper
In this paper we derive geometric consequences from the presence of a long strand of linear syzygies in the minimal free resolution of a closed scheme in projective space whose homogeneous ideal is generated by quadrics. These consequences are given in terms of intersections with arbitrary linear subspaces. We use our results to bound homological invariants of some well-known projective varieties, to give a combinatorial characterization of quadratic monomial ideals with a long strand of linear syzygies, etc
Eisenbud David
Green Mark
Hulek Klaus
Popescu Sorin
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