微熵率算法分析及实证研究

Analysis and Empirical Research of the Entropy Ratio Method

利用微熵率法进行相空间重构,并以Henon map混沌特性的理论结果为依据,分别选取两组初值以验证Henon序列混沌特征的稳定性,实证研究微熵率算法的各个环节.实验结果表明:利用微熵率法重构相空间能够有效地捕捉混沌序列的特性.

Using differential entropy ratio method to reconstruct phase space and based on the theoretical results of the chaotic characteristic of Henon map,two groups of initial value were selected to verify the stability of the chaotic characteristics of Henon sequence.In this process,all aspects of differential entropy ratio algorithm was demonstrated either.The experimental results showed that using differential entropy ratio method to reconstruct phase space can effectively capture the characteristic of the the chaotic sequences.