2 problems

Let $[X,\omega]$ be a quasi-log scheme and let $ipi\colon X\to S$ be a projective morphism between schemes such that $-\omega$ is $ipi$-ample and the induced morphism from the non-ql…

Cone theorem for g-lc pairs. There are countably many curves $C_j\subset X$ such that $0<-(K_X+B+M)\cdot C_j\leq 2\dim X$ and