论文标题
一项关于纽豪斯厚度，分形相和图案的调查
A survey on Newhouse thickness, fractal intersections and patterns
论文作者
论文摘要
在本文中，我们介绍了一个称为厚度的集合的大小概念，可用于确保两个Cantor集相交（间隙引理），并在厚度，Schmidt游戏和图案之间显示连接。我们主要在实际线路上工作，但我们也在更高的维度中介绍了该主题。
In this article, we introduce a notion of size for sets called thickness that can be used to guarantee that two Cantor sets intersect (the Gap Lemma), and show a connection among Thickness, Schmidt Games and Patterns. We work mostly in the real line, but we also introduce the topic in higher dimensions.
