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A New Model for a Scale-Free Hierarchical Structure of Isolated Cliques

机译:孤立团的无标度分层结构的新模型

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Scale-free networks are usually defined as the ones that have power-law degree distributions. Since many of real world networks such as the World Wide Web, the Internet, citation networks, biological networks, and so on, have this property in common, scale-free networks have attracted interests of researchers so far. They also revealed that such networks have some typical properties such as high cluster coefficient and small diameter as well, and a lot of network models have been proposed to explain them. Recently, some new observations for a real world network are reported [12]. It tries to find a special kind of cliques from a network and introduces observations; 1. the size distributions of cliques show a power-law, 2. the degree distribution of the network after contracting those cliques show a power-law, and 3. by regarding the contracted network as the original, 1 and 2 are observed repeatedly. In this paper, we propose a new network model constructed by a 'clique expansion' procedure, to explain these new hierarchical structure of cliques.
机译:无标度网络通常被定义为具有幂律度分布的网络。由于许多现实世界的网络(例如,万维网,互联网,引文网络,生物网络等)具有共同的特性,因此,无标度网络迄今已引起研究人员的兴趣。他们还揭示了这样的网络也具有一些典型的特性,例如高簇系数和小直径,并且已经提出了很多网络模型来解释它们。最近,报道了一些关于现实世界网络的新观察结果[12]。它试图从网络中找到一种特殊的集团,并介绍观察结果。 1.群体的大小分布显示出幂律,2.收缩这些群体后的网络度分布显示出幂律,并且3.通过将收缩的网络视为原始网络,反复观察1和2。在本文中,我们提出了一种通过“ clicli扩展”过程构建的新网络模型,以解释这些新的集团层次结构。

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