Cohomological Intersection Theory and the Nakai—Moishezon Criterion of Ampleness
In this chapter we present, following Kleiman [Kle], the cohomological theory of intersection, the Nakai—Moishezon criterion of ampleness for divisors, and some of its more important consequences. Furthermore, we prove that every nonsingular complete surface is projective.
KeywordsExact Sequence Integral Curve Intersection Theory Cartier Divisor Closed Subscheme
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