We classify smooth complex projective varieties $X$ of dimension $2s+1$ in ${mathbb P}^N$ containing a linear subspace $Lambda$ of dimension $s$ whose normal bundle $N_{Lambda /X}$ is numerically effective.
Projective manifolds containing a large linear subspace with nef normal bundle
NOVELLI, CARLA;
2011-01-01
Abstract
We classify smooth complex projective varieties $X$ of dimension $2s+1$ in ${mathbb P}^N$ containing a linear subspace $Lambda$ of dimension $s$ whose normal bundle $N_{Lambda /X}$ is numerically effective.
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