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- W1970451312 abstract "The purpose of the present expository note is to give an invitation to this circle of ideas. Our hope is that this informal overview might serve as a jumping off point for the more technical literature in the area. Accordingly, we sketch many examples but include no proofs. In an attempt to make the story as appealing as possible to non-specialists, we focus on one particular invariant — the “volume” — that measures the rate of growth of sections of powers of a line bundle. Unfortunately, we must then content ourselves with giving references for a considerable amount of related work. The papers [3], [4] of Boucksom from the analytic viewpoint, and the exciting results of Boucksom–Demailly– Paun–Peternell [5] deserve particular mention: the reader can consult [12] for a survey. We close this introduction by recalling some notation and basic facts about cones (*)" @default.
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- W1970451312 date "2005-01-01" @default.
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- W1970451312 title "Asymptotic Invariants of Line Bundles" @default.
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- W1970451312 doi "https://doi.org/10.4310/pamq.2005.v1.n2.a8" @default.
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