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Cascading failures of complex networks based on two-step degree

机译:基于两步法的复杂网络级联故障

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摘要

We propose a new concept, two-step degree. Defining it as the capacity of a node of complex networks, we establish a novel capacity load model of cascading failures of complex networks where the capacity of nodes decreases during the process of cascading failures. For scale-free networks, we find that the average two-step degree increases with the increase of the heterogeneity of the degree distribution, showing that the average two-step degree can be used for measuring the heterogeneity of the degree distribution of complex networks. In addition, under the condition that the average degree of a node is given, we can design a scale-free network with the optimal robustness to random failures by maximizing the average two-step degree.
机译:我们提出了一个新概念,分为两步。将其定义为复杂网络节点的容量,我们建立了一个复杂网络级联故障的新型容量负载模型,其中,节点的容量在级联故障过程中会减小。对于无标度网络,我们发现平均两步度随着度分布异质性的增加而增加,这表明平均两步度可用于测量复杂网络度分布的异质性。另外,在给定节点平均度的条件下,我们可以通过最大化平均两步度来设计对随机故障具有最佳鲁棒性的无标度网络。

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