论文标题
极化流形的家族的基础空间中的全态曲线
Holomorphic curves in Base Spaces of Families of Polarized Manifolds
论文作者
论文摘要
对于带有半样本典型滑轮的两极分化的u $ u $ u $的平滑家庭，我们显示以下结果：任何整个曲线都必须包含在从基本空间$ u $到模量空间的分类地图的纤维中。这解决了相对的各向异性猜想，\ cite [cosivenure 1.5] {dlsz}。
For a smooth family $V \to U$ of polarized manifolds with semi-ample canonical sheaves, we show the following result: any entire curve must be contained in the fibers of the classifying map from the base space $U$ to the moduli space. This settles the Relative Isotriviality Conjecture, \cite[Conjecture 1.5]{DLSZ}.
