论文标题
统一的Mordell-Lang加上Bogomolov
Uniform Mordell-Lang Plus Bogomolov
论文作者
论文摘要
在本文中，我们证明了Poonen的“ Mordell-Lang Plus Bogomolov”定理的Abelian品种的统一版本。我们主要将Rémond的工作概括为大量的工作，以允许额外的$ε$ neighborhood。小点上的一部分是从较早的纸上与高和库恩的关节。
In this paper, we prove a uniform version of Poonen's "Mordell-Lang Plus Bogomolov" theorem for abelian varieties. We mainly generalize Rémond's work on large points to allow an extra $ε$-neighborhood. The part on small points follows from an earlier paper, joint with Gao and Kühne.
