A cone theorem for nef curves

Details A cone theorem for nef curves A cone theorem for nef curves

2008-07-15

arxiv.org/abs/0807.2294v4

Mathematics

Algebraic Geometry

20 pages; v4: improved introduction, several small mistakes corrected

Scientific paper

Following ideas of V. Batyrev, we prove an analogue of the Cone Theorem for the closed cone of nef curves: an enlargement of the cone of nef curves is the closure of the sum of a K_X-non-negative portion and countably many K_X-negative coextremal rays. An example shows that this enlargement is necessary. We also describe the relationship between K_X-negative faces of this cone and the possible outcomes of the minimal model program.

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