We give a classification of pairs (X, L) consisting of a smooth complex n-dimensional projective variety X and an ample line bundle L on X such that Z is an element of \L\ is a Fano manifold with -K-z = (dim Z - 3) H-z for an ample and spanned line bundle H-z on Z.
Novelli, C. (2006). Fano manifolds of coindex four as ample sections. ADVANCES IN GEOMETRY, 6, 601-611 [10.1515/ADVGEOM.2006.034].
Fano manifolds of coindex four as ample sections
NOVELLI, CARLA
2006
Abstract
We give a classification of pairs (X, L) consisting of a smooth complex n-dimensional projective variety X and an ample line bundle L on X such that Z is an element of \L\ is a Fano manifold with -K-z = (dim Z - 3) H-z for an ample and spanned line bundle H-z on Z.
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