Let E be an ample vector bundle of rank r on a smooth projective manifold X of dimension n \geq r+3. Pairs (X,E) as above are investigated under the assumption that E has a regular section vanishing anlong a Fano manifold Z of indez dim(Z)-1 and Picard number \rho(Z) \geq 2.
Ample vector bundles and del Pezzo manifolds / T. de Fernex, A. Lanteri. - In: KODAI MATHEMATICAL JOURNAL. - ISSN 0386-5991. - 22:1(1999), pp. 83-98. [10.2996/kmj/1138043990]
Ample vector bundles and del Pezzo manifolds
A. LanteriUltimo
1999
Abstract
Let E be an ample vector bundle of rank r on a smooth projective manifold X of dimension n \geq r+3. Pairs (X,E) as above are investigated under the assumption that E has a regular section vanishing anlong a Fano manifold Z of indez dim(Z)-1 and Picard number \rho(Z) \geq 2.
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