compact metric space

基本解释

In this paper, we study the topological dynamical properties of the minimal continuous semi flow on a compact metric space.
本文目的是研究紧致度量空间上极小连续半流的拓扑动力性质。
In the paper, We have obtain the existence and the theorems for approximations couple fixed point of semi compact nonexpansive mappings in complete metric space.
在完备度量空间获得了半紧非扩张映象的近似耦合不动点的存在性和耦合不动点的逼近定理。
In this paper, a necessary and a sufficient condition for the continuous map on a compact metric space whose set of period points has the property of locally metric stability is obtained.
给出了紧致度量空间上连续自映射的周期点集具有局部度量稳定性的必要条件和充分条件。