Abstract
The notion of k-error exhaustive entropy was proposed,based on exhaustive entropy.It was used to measure the strength of random-like property of chaotic sequences,and its two basic properties were proved.Then the method was used to analyze the stability of random-like property of three common continuous chaotic systems,such as Lorenz system,Rssler system,and Chua's system.The simulation results show that the approach can reflect the random essence of continuous chaotic system and Chua's system is better than Lorenz system and Rssler system as the source of randomness.
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