Base point free theorems--saturation, b-divisors, and canonical bundle formula--

Abstract

We reformulate base point free theorems. Our formulation is flexible and has some important applications. One of the main purposes of this paper is to prove a generalization of the base point free theorem in Fukuda's paper: On numerically effective log canonical divisors.

27 pages; title changed, a completely revised and expanded version, v3: minor revision

References in corpus (1)

• Base point free theorem of Reid-Fukuda type

Cited by in corpus (6)

• Introduction to the log minimal model program for log canonical pairs
• Finite generation of the log canonical ring in dimension four
• Log pluricanonical representations and abundance conjecture
• Vanishing and injectivity theorems for LMMP
• Non-algebraic Hyperkaehler manifolds
• Existence of log canonical closures