蔡氏忆阻电路动力学模型的李雅普诺夫维数、收敛性和熵
The Lyapunov dimension, convergency and entropy for a dynamical model of Chua memristor circuit
摘要：
对于混沌动力学和吸引子维数的研究，发现李雅普诺夫指数的概念是有用的，并得到广泛传播。混沌行为的特征，如李雅普诺夫维数和熵率，可以通过李雅普诺夫指数估计。在这项工作中的分析方法的研究李雅普诺夫维数，收敛性和熵的蔡氏忆阻器电路的动力学模型的演示。
英文摘要：
For the study of chaotic dynamics and dimension of attractors the concepts of the Lyapunov exponents was found useful and became widely spread. Such characteristics of chaotic behavior, as the Lyapunov dimension and the entropy rate, can be estimated via the Lyapunov exponents. In this work an analytical approach to the study of the Lyapunov dimension, convergency and entropy for a dynamical model of Chua memristor circuit is demonstrated.
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