论文标题
关于半流程的几乎周期性和最小性
On Almost periodicity and minimality for semiflows
论文作者
论文摘要
在拓扑动力学中，当动作行为由半群或单体与小组动作进行时，动力学行为有时会形成鲜明的对比。在本文中，我们提出了这一对比，同时讨论了几乎周期性和最小性的等效性，以及当每个点几乎是周期性时的含义。
In topological dynamics, the dynamical behavior sometimes has a sharp contrast when the action is by semigroups or monoids to when the action is by groups. In this article we bring out this contrast while discussing the equivalence of almost periodicity and minimality, and some implications when every point is an almost periodic point.
