Develops canonical bundle formulas for separable and inseparable fibrations of curves with arithmetic genus one in char p>0 and proves that certain klt pairs with nef anti-canonical bundle are fiber spaces over their Albanese variety when the morphism has relative dimension one.
[BZ16] Caucher Birkar and De-Qi Zhang, Effectivity of Iitaka fibrations and pluricanonical systems of polar- ized pairs, Publ
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On canonical bundle formula for fibrations of curves with arithmetic genus one
Develops canonical bundle formulas for separable and inseparable fibrations of curves with arithmetic genus one in char p>0 and proves that certain klt pairs with nef anti-canonical bundle are fiber spaces over their Albanese variety when the morphism has relative dimension one.