论文标题
通用Torelli和本地Schottky定理用于Jacobian椭圆表面
Generic Torelli and local Schottky theorems for Jacobian elliptic surfaces
论文作者
论文摘要
我们证明了雅各布椭圆表面的通用torelli定理，前提是几何属与不规则性相比很大。结果在从周期数据中恢复了基本曲线的定义方程式的范围内是有效的。
We prove a generic Torelli theorem for Jacobian elliptic surfaces, provided that the geometric genus is large compared to the irregularity. The result is effective to the extent that defining equations for the base curve are recovered from the period data.
