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具有连续时延双神经元系统的双向耦合超混沌同步

Hyper-Chaos Synchronization for Bi-directional Coupled Two-Neuron Systems with Continuous Delays
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摘要 近年来,混沌同步成为研究的一个热点。该文对具有连续时延双神经元系统的双向耦合超混沌同步问题的研究。首先基于Krasovskii—Lyapunov理论.给出系统同步的一个充分条件。最后通过计算机仿真表明系统在一定条件下能实现超混沌同步,证明了仿其结果和理论分析是一致的。 Recently the hyper-chaotic synchronization has attracted much attention.In this paper,the chaotic synchronization for bi-directional coupled two-neuron systems with continuous time delays is investigated. Some new simple global synchronization criterions is obtained based on Krasovskii-Lyapunov theory. Finally, the results of computer numerical simulation illustrate that the system be synchronized in proper condition,and the numerical results are consistent with the theory analysis.
作者 张俊 ZHANG Jun (People's Bank of China, Urumqi Central Branch, Urumqi 830002, China)
出处 《电脑知识与技术》 2009年第3期1673-1675,共3页 Computer Knowledge and Technology
关键词 超混沌同步 神经元 连续时延 hyper-choatic synchronization neuron continuous time-delay
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  • 1周红,凌燮亭.混沌保密通信原理及其保密性分析[J].电路与系统学报,1996,1(3):57-62. 被引量:10
  • 2于灵慧,房建成.混沌神经网络逆控制的同步及其在保密通信系统中的应用[J].物理学报,2005,54(9):4012-4018. 被引量:22
  • 3M.J. Ogorzalek, Taming chaos-part I: Synchronization, IEEE Trans. on CAS-I., 1993, 40(10),693-699.
  • 4Géza Kolumbán, Michael Peter Kennedy, Leon O. Chua, The role of synchronization in digital communication using chaos-part Ⅱ: Chaotic modulation and chaotic synchronization, IEEE Trans. on CAS-I, 1998, 45(11), 1129-1140.
  • 5Omer Morgül, Moez Feki, A chaotic masking scheme by using synchronized chaotic systems,Physics Lett. A, 1999, 251(2), 169-176.
  • 6Giuseppe Grassi, Saverio Mascolo, Synchronizing hyperchaotic system by observer design, IEEE Trans. on CAS-Ⅱ, 1999, 46(4), 478-483.
  • 7K. Gopalsmay, K. C. Leung, Convergence under dynamical thresholds with delays, IEEE Trans.on Neural Networks, 1994, 8(2), 341-348.
  • 8K. Pyragas, Synchronization of coupled time-delay systems: Analytical estimations, Phy. Rev.E, 1998, 58(3), 3067-3071.
  • 9L M Pecora, T L Carroll. Synchronization in chaotic systems. Phys Rev Lett, 1990, 64(8): 821~824
  • 10L M Pecora, T L Carroll. Driving systems with chaotic signals. Phys Rev A, 1991, 44(4): 2374-2383

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