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Synchronization of Complex Dynamical Networks with Switching Topology via Adaptive Control

机译:具有自适应控制的具有切换拓扑的复杂动态网络同步

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In this paper, we study a general complex dynamical network with switching topology and unknown but bounded time-varying couplings. The dynamics of the network nodes are also assumed to be unknown but satisfying some bound conditions. Based on Lyapunov stability theory, adaptive control laws are derived for the network nodes of unknown dynamics to asymptotically synchronize to an isolated node. An example and simulation results are provided for illustration of the network synchronization
机译:在本文中,我们研究了具有切换拓扑和未知但有界时变耦合的通用复杂动力学网络。还假定网络节点的动力学是未知的,但满足某些约束条件。基于Lyapunov稳定性理论,为未知动力学的网络节点导出自适应控制律,以渐近同步到孤立节点。提供了一个示例和仿真结果来说明网络同步

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