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Time-varying multiplex network: Intralayer and interlayer synchronization

机译:时变多路复用网络:intoralAlay和层间同步

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摘要

A large class of engineered and natural systems, ranging from transportation networks to neuronal networks, are best represented by multiplex network architectures, namely a network composed of two or more different layers where the mutual interaction in each layer may differ from other layers. Here we consider a multiplex network where the intralayer coupling interactions are switched stochastically with a characteristic frequency. We explore the intralayer and interlayer synchronization of such a time-varying multiplex network. We find that the analytically derived necessary condition for intralayer and interlayer synchronization, obtained by the master stability function approach, is in excellent agreement with our numerical results. Interestingly, we clearly find that the higher frequency of switching links in the layers enhances both intralayer and interlayer synchrony, yielding larger windows of synchronization. Further, we quantify the resilience of synchronous states against random perturbations, using a global stability measure based on the concept of basin stability, and this reveals that intralayer coupling strength is most crucial for determining both intralayer and interlayer synchrony. Lastly, we investigate the robustness of interlayer synchronization against a progressive demultiplexing of the multiplex structure, and we find that for rapid switching of intralayer links, the interlayer synchronization persists even when a large number of interlayer nodes are disconnected.
机译:从运输网络到神经元网络的大类工程和自然系统是由多路复用网络架构最合适的,即由两个或更多个不同层组成的网络,其中每个层中的相互相互作用可能与其他层不同。这里我们考虑用特征频率随机切换的多路复用网络,其中具有特征频率。我们探讨了这种时变多路复用网络的内窥镜和层间同步。我们发现,通过主稳定功能方法获得的分析导出的intralayer和中间层同步条件与我们的数值结果非常一致。有趣的是,我们清楚地发现,图层中的开关链路的频率较高,增强了intoralAlay和层间同步,产生了更大的同步窗口。此外,我们使用基于盆地稳定性概念的全局稳定度量来量化随机扰动的同步状态的恢复性,这揭示了伏特拉内偶联强度对于确定窥器和层间同步来说是至关重要的。最后,我们研究了中间层同步对多路复用结构的逐步解复用的鲁棒性,并且我们发现,即使在大量中间节点断开连接时,间层间同步也持续存在。

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  • 来源
    《PHYSICAL REVIEW E》 |2017年第6期|062308.1-062308.8|共8页
  • 作者单位

    Physics and Applied Mathematics Unit Indian Statistical Institute 203 B. T. Road Kolkata-700108 India;

    Physics and Applied Mathematics Unit Indian Statistical Institute 203 B. T. Road Kolkata-700108 India;

    Physics and Applied Mathematics Unit Indian Statistical Institute 203 B. T. Road Kolkata-700108 India;

    Indian Institute of Science Education and Research Mohali Manauli P.O. 140 306 Punjab India;

    Physics and Applied Mathematics Unit Indian Statistical Institute 203 B. T. Road Kolkata-700108 India;

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