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math.AG2006★ 3 cited
Monads and Vector Bundles on Quadrics
F. Malaspina
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 c…
math.AG2006★ 4 cited
Monads and Rank Three Vector Bundles on Quadrics
F. Malaspina
In this paper we give the classification of rank 3 vector bundles without "inner" cohomology on a quadric hypersurface \Q_n (n>3) by studying the associated monads.