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A new centrality measure based on random walks for multilayer networks under the framework of tensor computation

机译:基于张量计算框架下的多层网络随机散步的新中心度量

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In this paper, we introduce a fourth-order tensor to represent multilayer networks and establish a new centrality for identifying essential nodes based on random walks, referred to as the BORW centrality. We first obtain the hub and authority scores of nodes and layers by solving limiting probabilities arising from multilayer networks. Then, we establish a new centrality by integrating hub and authority scores of nodes. We also propose a novel iterative algorithm to solve tensor equations to get limiting probabilities. The existence and the uniqueness of limiting probabilities were proven by using Brouwer fixed point theorem. The numerical experiments on a simple multilayer network and two real-world multilayer networks(i.e., European Air Transportation and FAO trade multilayer networks) show that the proposed centrality outperforms some existing centrality measures. (C) 2019 Published by Elsevier B.V.
机译:在本文中,我们引入了四阶张量来代表多层网络,并建立基于随机散步的基本节点的新中心,称为Borw Centrality。 我们首先通过求解来自多层网络产生的限制概率来获得节点和层的集线器和权限分数。 然后,我们通过集结集线器和权限分数来建立新的中心。 我们还提出了一种新颖的迭代算法来解决张量方程以获得限制概率。 通过使用BROROWER TEXTING定理证明了限制概率的存在和唯一性。 简单多层网络和两个现实世界多层网络的数值实验(即,欧洲航空运输和粮农组织贸易多层网络)表明,建议的中心地位优于一些现有的中心措施。 (c)2019年由elestvier b.v发布。

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