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Detecting essential nodes in complex networks from measured noisy time series

机译:从测量的嘈杂时间序列检测复杂网络中的基本节点

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A nonlinear measure, namely multi-interdependency, is proposed to detect the essential nodes in heterogeneously dynamical networks. The method is based upon the conceptions of the nearest conditional neighbors and singular value decomposition (SVD). Numerical results show that the value of multi-interdependency is positively correlated with the degree of nodes, which is beneficial to identify the nodes of topological and functional importance. Moreover, such a method has been demonstrated being robust against the effect of intrinsic noise.
机译:提出了一种非线性测量,即多相互依赖性,以检测异构动态网络中的基本节点。该方法基于最近的条件邻居和奇异值分解(SVD)的概念。数值结果表明,多相互依赖性的值与节点的程度正相关,识别拓扑和功能重要性的节点是有益的。此外,已经证明这种方法难以抵抗内在噪声的效果。

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