Hsin-Ku Chen
Published 2017-10-30Version 1
We prove that for any smooth complex projective threefold of Kodaira dimension one, the $m$-th pluricanonical map is birational to the Iitaka fibration for every $m\geq96$ and divisible by $12$.
Subadditivity of Kodaira dimension does not hold in positive characteristic
Quotients of Jacobians
On the uniformity of the Iitaka fibration
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