Abstract
Let be a stable family with log canonical general fiber. We prove that, after a birational modification of the base , there is a morphism from a high fibered power of the family to a pair of log general type. If in addition the general fiber is openly canonical, then there is a morphism from a high fibered power of the original family to a pair openly of log general type.
Citation
Kenneth Ascher. Amos Turchet. "A fibered power theorem for pairs of log general type." Algebra Number Theory 10 (7) 1581 - 1600, 2016. https://doi.org/10.2140/ant.2016.10.1581
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