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On volumes of arithmetic line bundles
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Journal Article
On volumes of arithmetic line bundles
2009
Overview
We show an arithmetic generalization of the recent work of Lazarsfeld–Mustaţǎ which uses Okounkov bodies to study linear series of line bundles. As applications, we derive a log-concavity inequality on volumes of arithmetic line bundles and an arithmetic Fujita approximation theorem for big line bundles.
Publisher
London Mathematical Society,Cambridge University Press
Subject
