Projective Hodge lines and ordinary Iitaka subadditivity
We prove the ordinary Iitaka subadditivity conjecture for surjective projective morphisms with connected fibers between smooth connected projective varieties over algebraically closed fields of characteristic zero. If F is the geometric generic fiber of $f:X\to Z$, then $\kappa(X)\geq\kappa(F)+\kappa(Z)$.
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