圆盘上一类连续映射及嵌入半流

A Sort of Continuous Map and Embedding Semi-flow on the Disk

证明了一个圆盘 D^2上连续映射与标准压缩映射 g(x)=(1/2)x,x∈D^2拓扑共轭的结果.利用此结果,得到 D^2上连续映射可嵌入半流的一些条件.

In this paper,a result that a continuous map on the disk(D^2)is topolo- gically conjugated to the map g(x)=(1/2)x,x∈D^2,is proved.From the rerult, some conditions embedding a continuous map on D^2 into semi-flow are obtained.