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Identifying Influential Spreaders by Temporal Efficiency Centrality in Temporal Network

机译:通过时间网络中的时间效率中心性来确定有影响力的传播者

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Identifying influential spreaders is an important issue for capturing the dynamics of information diffusion in temporal networks. Most of the identification of influential spreaders in previous researches were focused on analysing static networks, rarely highlighted on dynamics. However, those measures which are proposed for static topologies only, unable to faithfully capture the effect of temporal variations on the importance of nodes. In this paper, a shortest temporal path algorithm is proposed for calculating the minimum time that information interaction between nodes. This algorithm can effectively find out the shortest temporal path when considering the network integrity. On the basis of this, the temporal efficiency centrality (TEC) algorithm in temporal networks is proposed, which identify influential nodes by removing each node and taking the variation of the whole network into consideration at the same time. To evaluate the effectiveness of this algorithm, we conduct the experiment on four real-world temporal networks for Susceptible-Infected-Recovered (SIR) model. By employing the imprecision and the Kendall's au coefficient, The results show that this algorithm can effectively evaluate the importance of nodes in temporal networks.
机译:识别有影响力的传播者是捕获时态网络中信息传播动态的重要问题。在先前的研究中,大多数有影响力的吊具的识别都集中在分析静态网络上,很少关注动态。但是,仅针对静态拓扑提出的那些措施无法忠实地捕获时间变化对节点重要性的影响。本文提出了一种最短时间路径算法,用于计算节点之间信息交互的最短时间。在考虑网络完整性时,该算法可以有效地找出最短的时间路径。在此基础上,提出了时域网络中的时域效率中心算法,该算法通过删除每个节点并同时考虑整个网络的变化来识别有影响力的节点。为了评估该算法的有效性,我们在4个真实世界的时间网络上对敏感感染恢复(SIR)模型进行了实验。通过使用不精确度和肯德尔的au系数,结果表明该算法可以有效地评估时态网络中节点的重要性。

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