论文标题
通用对的半故障
Semiampleness for generalized pairs
论文作者
论文摘要
我们证明，如果$（x，x，b+\ \ \ \ \ \ \ \ \ {m}）$是一对具有$ k_x+b+b+b+b+\ mathbf {m} _x $ nef and nef且丰富的KLT对，则是$ k_x+b+\ b+\ m mathbf {m} _x _x _x _x $是semiample。更普遍地，我们证明了广义的KLT对的广义无基础定理。
We prove that if $(X, B+\mathbf{M})$ is a generalized klt pair with $K_X+B+\mathbf{M}_X$ nef and abundant, then $K_X+B+\mathbf{M}_X$ is semiample. More generally, we prove a generalized basepoint free theorem for generalized klt pairs.
