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The degree distribution and degree correlations of the network with both preferential and random attachments

机译:具有优先和随机附件的网络的度分布和度相关

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In this paper, the degree distribution and the two vertex degree correlations of the network with both preferential and random attachments are studied. Based on the concepts and techniques of Markov chain theory, a rigorous proof for the existence of the steady-state degree distribution is provided, and the exact analytic formula of the degree distribution and the scaling exponent are mathematically derived. By using the rate equation approach, we obtain an asymptotic expression for two vertex degree correlations.
机译:本文研究了具有优先附件和随机附件的网络的度分布和两个顶点度相关性。基于马尔可夫链理论的概念和技术,为稳态度分布的存在提供了严格的证明,并数学推导了度分布和比例指数的精确解析公式。通过使用速率方程方法,我们获得了两个顶点度相关的渐近表达式。

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