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A constant acceleration local-world model for complex networks

机译:复杂网络的恒定加速度局部世界模型

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In many real-world networks, the rates of node and link addition are time dependent. The nodes in a community within a network are much more connected to each other than to the others outside the community in the same network. A constant acceleration local-world model has been proposed to capture and describe the essential topological properties of real networks. A mean-field method has been used to calculate analytically the connectivity distribution and the scaling exponents. By contrast, we apply a master-equation approach to such network development. At last, the constant acceleration local-world model is applied to characterize the Internet against BA model, demonstrating the superiority of the new model.
机译:在许多实际网络中,节点和链接添加的速率与时间有关。与同一网络中社区外部的其他节点相比,网络内社区中的节点之间的相互连接要多得多。已经提出了恒定加速度局部世界模型来捕获和描述真实网络的基本拓扑特性。已经使用均值场方法来分析计算连通性分布和缩放指数。相比之下,我们将主方程式方法应用于此类网络开发。最后,采用恒加速局部世界模型对BA模型进行Internet刻画,证明了新模型的优越性。

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