A matlab toolbox for Chaotic charateristics computation and visualization,including phase space reconstruction,prediction,noise reduction, entropy,Recurrent Plot,various dimension,Lyapunov exponent estimation are implemented for academic research.
This letter reports the finding of a new chaotic attractor in a simple three-dimensional autonomous system,which connects the Lorenz attractor and Chen’s attractor and represents the transition from one to the other.
Active Control of Uncertain Chaotic system with Parametric Perturbation，张浩，薛变玲，This paper presents an active control method for controlling general uncertain chaotic systems with parameters perturbation. And a sufficient condition is drawn for the st
Generation & Analysis on a Novel Autonomous Chaotic System with Manifold Variable Lyapunov Exponents，汤斌华，何利，A high-dimension chaotic system based on Multivariable Linkage Function (MvLF) is proposed within the passage, which has variable Lyapunov exp
Chaotic dynamics is ubiquitous in nature.
Traditionally, a good model representation of a certain
system can help in predicting this system’s future
behavior. However, for a complex system, a physicsbased
model may not be easy to construct given
We experimentally obtain the route from period doubling to chaos in an active optical fiber ring resonator (AOFRR) with optical injection. The results show that the AOFRR is sensitive to external optical injection and demonstrate various dynamic char
Abstract Chaotic neural networks consisting of a great number of chaotic neurons are able to reproduce the rich dynamics observed in biological nervous systems. In recent years, the memristor has attracted much interest in the efficient implementatio
A novel three-dimensional multi-scroll nonlinear model is successfully designed in the short article. Several specific chaotic features of the new model, such as the initial value sensitivity, fractal dimension, Lyapunov exponent, complexity of this
We propose a scheme for spread-spectrum communications using true random sequences generated by chaotic semiconductor lasers as spreading codes. These sequences can eliminate the inherent periodicity of pseudorandom sequences, enlarge the capacity of
