Boundedness of log Calabi-Yau pairs of Fano type
classification
🧮 math.AG
keywords
pairsboundednessanswerboundarycalabi-yauconjectureconsequenceeffective
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We prove a boundedness result for klt pairs $(X,B)$ such that $K_X+B\equiv 0$ and $B$ is big. As a consequence we obtain a positive answer to the Effective Iitaka Fibration Conjecture for klt pairs with big boundary.
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