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Scale-free networks are rare

机译:无标度网络很少见

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, a pattern with broad implications for the structure and dynamics of complex systems. However, the universality of scale-free networks remains controversial. Here, we organize different definitions of scale-free networks and construct a severe test of their empirical prevalence using state-of-the-art statistical tools applied to nearly 1000 social, biological, technological, transportation, and information networks. Across these networks, we find robust evidence that strongly scale-free structure is empirically rare, while for most networks, log-normal distributions fit the data as well or better than power laws. Furthermore, social networks are at best weakly scale free, while a handful of technological and biological networks appear strongly scale free. These findings highlight the structural diversity of real-world networks and the need for new theoretical explanations of these non-scale-free patterns.
机译:,对复杂系统的结构和动力学具有广泛影响的模式。但是,无标度网络的普遍性仍存在争议。在这里,我们组织了无标度网络的不同定义,并使用适用于近1000个社会,生物,技术,运输和信息网络的最新统计工具,对其无经验性进行了严格的检验。在这些网络中,我们发现有力的证据表明,从经验上讲,高度无标度的结构很少见,而对大多数网络而言,对数正态分布对数据的拟合既好又优于幂定律。此外,社交网络充其量是弱无标度的,而少数技术和生物网络似乎是无标度的。这些发现强调了现实世界网络的结构多样性,以及对这些无标度模式进行新的理论解释的需要。

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