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Optimal degree-based weighting scheme and the role of coupling strength against load failures in interdependent networks

机译:基于最优度的加权方案以及相互依赖网络中耦合强度对负载故障的作用

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The optimal weighting scheme for robustness of symmetrically coupled interdependent networks against load failures is investigated. The flow dynamics is dominated by global redistribution based on weighted between centrality. The degree-based weighting scheme was extended to interdependent networks. Through contingency analysis of one-node removal, we demonstrated that there still exists an optimal weighting parameter but it might shift as compared to the case in isolated networks because of the break of symmetry. And it will be easier for the symmetrically coupled interdependent network to achieve robustness and better cost configuration against the one-node-removal-induced cascade of load failures when relative interconnection intensity was weaker. Our findings might have great generality for characterizing load-failure-induced cascading dynamics in real-world weighted interdependent networks.
机译:研究了对称耦合的相互依赖网络针对负载故障的鲁棒性的最佳加权方案。流动动力学由基于中心性之间权重的全局重新分布控制。基于程度的加权方案已扩展到相互依赖的网络。通过对单节点删除的权变分析,我们证明了仍然存在一个最佳加权参数,但是由于对称性的破坏,与孤立网络中的情况相比,该加权参数可能会发生偏移。当相对互连强度较弱时,对称耦合相互依存的网络将更容易实现鲁棒性和更好的成本配置,以应对由一节点移除引起的负载故障级联。我们的发现可能对表征真实世界加权相互依存网络中的负载故障引起的级联动力学具有很大的通用性。

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