Abundance in numerical dimension one for terminal threefolds in positive characteristic
Let X be a projective ℚ-factorial terminal threefold over an algebraically closed field of characteristic p > 3. We prove the numerical-dimension-one case of abundance: if K X is nef with $\nu(K_X)=1$, then K X is semiample and $\kappa(X,K_X)=1$.
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