Introduction to the log minimal model program for log canonical pairs

Mathematics – Algebraic Geometry

Scientific paper

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158 pages. This version is the same as Kyoto-Math 2009-03. It is a completely revised and expanded version of arXiv:0705.2075

Scientific paper

We describe the foundation of the log minimal model program for log canonical
pairs according to Ambro's idea. We generalize Koll\'ar's vanishing and
torsion-free theorems for embedded simple normal crossing pairs. Then we prove
the cone and contraction theorems for quasi-log varieties, especially, for log
canonical pairs.

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