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A novel chaotic system with one source and two saddle-foci in Hopfield neural networks 被引量:1
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作者 陈鹏飞 陈增强 吴文娟 《Chinese Physics B》 SCIE EI CAS CSCD 2010年第4期134-139,共6页
This paper presents the finding of a novel chaotic system with one source and two saddle-foci in a simple three-dimensional (3D) autonomous continuous time Hopfield neural network. In particular, the system with one... This paper presents the finding of a novel chaotic system with one source and two saddle-foci in a simple three-dimensional (3D) autonomous continuous time Hopfield neural network. In particular, the system with one source and two saddle-foci has a chaotic attractor and a periodic attractor with different initial points, which has rarely been reported in 3D autonomous systems. The complex dynamical behaviours of the system are further investigated by means of a Lyapunov exponent spectrum, phase portraits and bifurcation analysis. By virtue of a result of horseshoe theory in dynamical systems, this paper presents rigorous computer-assisted verifications for the existence of a horseshoe in the system for a certain parameter. 展开更多
关键词 Hopfield neural network CHAOS BIFURCATION Lyapunov exponents
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