摘要
讨论了特殊而有意义的拓扑动力系统〈βN ,N ,σ〉 ,给出了该系统中非游荡点集的性质 ,并证明该系统中不存在周期点 。
We discussed a special and significant topological dynamics 〈βN,N,σ〉 in this paper.We gave the property of non wandering points set in this system, and proved that there was no periodic points in this system. At last we applied the definition of the power ultrafilter, the dipiction of the recurrent points and stable points were given.
出处
《北方交通大学学报》
CSCD
北大核心
2000年第2期17-22,共6页
Journal of Northern Jiaotong University
关键词
拓扑动力系统
游荡点
周期点
循环点
稳定点
topological dynamics
wandering point
periodic point
recurrent point
stable point