Author:
BIRKAR CAUCHER,CHEN YIFEI,ZHANG LEI
Abstract
We prove Iitaka $C_{n,m}$ conjecture for $3$-folds over the algebraic closure of finite fields. Along the way we prove some results on the birational geometry of log surfaces over nonclosed fields and apply these to existence of relative good minimal models of $3$-folds.
Publisher
Cambridge University Press (CUP)
Cited by
11 articles.
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