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The Influence of Three Statistical Variables on Self-Similarity in Complex Networks

机译:三种统计变量对复杂网络中自相似性的影响

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摘要

The reason for the self-similarity property of complex network is still an open issue. In this paper, we focus on the influence of degree, betweenness, and coreness on self-similarity of complex network. Some nodes are removed from the original network based on the definitions of degree, betweenness, and coreness in the ascending and descending order. And then, some new networks are obtained after removing nodes. The self-similarities of original network and new networks are compared. Moreover, two real networks are used for numerical simulation, including a USAir network and the yeast protein interaction (YPI) network. The effects of the three statistical variables on the two real networks are considered. The results reveal that the nodes with large degree and betweenness have great effects on self-similarity, and the influence of coreness on self-similarity is small.
机译:复杂网络自我相似性的原因仍然是一个开放的问题。在本文中,我们专注于程度,之间的影响和思诺对复杂网络的自我相似性。基于升序和降序的度量,之间的定义,从原始网络中删除一些节点。然后,在去除节点后获得一些新的网络。比较原始网络和新网络的自我相似之处。此外,两个实际网络用于数值模拟,包括USAir网络和酵母蛋白质相互作用(YPI)网络。考虑了三种统计变量对两个真实网络的影响。结果表明,具有较大程度和之间的节点对自相似性具有很大的影响,并且历刻对自相似性的影响很小。

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