Special rays in the Mori cone of a projective variety

Mathematics – Algebraic Geometry

Scientific paper

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9 pages

Scientific paper

Let $X$ be a smooth $n$-dimensional projective variety over an algebraically
closed field $k$ such that $K_X$ is not nef. We give a characterization of non
nef extremal rays of $X$ of maximal length (i.e of length $n-1$); in the case
of $\ch(k) = 0$ we also characterize non nef rays of length $n-2$.

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