摘要
The chaotic behavior of one-dimensional, 2-segment and 3-segmentpiecewise-linear maps is examined by using the concept of snap-back repellers introduced by Marottoand the parameters conditions of existence for snap-back repeller are obtained. Simulation resultsare presented to show the snap-back repeller, some periodic points and attracting interval cycleswith chaotic intervals.
The chaotic behavior of one-dimensional, 2-segment and 3-segmentpiecewise-linear maps is examined by using the concept of snap-back repellers introduced by Marottoand the parameters conditions of existence for snap-back repeller are obtained. Simulation resultsare presented to show the snap-back repeller, some periodic points and attracting interval cycleswith chaotic intervals.
基金
Supported by the National Natural Science Foundation of China "Tian Yuan" (A0324626)
