摘要
研究了当底空间(X,d)是局部紧致的且满足第二可数性公理的度量空间时,拓扑动力系统(X,d,f)和其诱导的超空间动力系统(2X,ρ,2f)关于等度连续之间的关系.给出了一些新的结论.
Studied the relations between the topology dynamical system(X,d,f) and its induced hyperspace dynamical system(2X,ρ,2f) on equicontinuity when the base space(X,d) is locally compact and second countable metric space.Some new conclusion was obtained.
出处
《高师理科学刊》
2010年第3期43-46,共4页
Journal of Science of Teachers＇College and University
关键词
超空间动力系统
等度连续
等度连续点
hyperspace dynamical system
equicontinuity
equicontinuity point
