Mathematics – Algebraic Geometry
Scientific paper
2006-12-18
Mathematics
Algebraic Geometry
Scientific paper
We improve Ottaviani's splitting criterion for vector bundles on a quadric
hypersurface and obtain the equivalent of the result by Rao, Mohan Kumar and
Peterson. Then we give the classification of rank 2 bundles without "inner"
cohomology on Q_n (n>3). It surprisingly exactly agrees with the classification
by Ancona, Peternell and Wisniewski of rank 2 Fano bundles.
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