Author(s)

Zhongxuan Yang

Corresponding Author

Zhongxuan Yang

Abstract

In this paper,we consider a continuous flow :R×X→X ,where X is a compact metric space,and we prove that  is Li-Yorke chaotic if and only if × is Li-Yorke chaotic;  is distributional chaotic if and only if × is distributional chaotic.

Keywords

Quasi-weakly almost periodic points, Ergodicly sensitive , C°-flow, Measure center.