论文标题
关于n端同构
On N-Distal Homeomorphisms
论文作者
论文摘要
在这项工作中，我们利用n遥属性的概念来实现同态。我们研究其在因子操作下的行为。我们研究了N-属性与透射率，N等级性和扩张性之间的关系。我们还证明，拓扑拓扑熵在紧凑的度量空间上的N端系统消失，在非随机套件上具有一些不错的行为。
In this work we exploit the notion of N-distal property for a homeomorphisms. We study how it behaves under factor operations. We investigate the relation between N-distality and transitivity, N-equicontinuity and expansivity. We also prove that topological topological entropy vanishes for N-distal systems on compact metric spaces with some nice behavior on the non-wandering set.
