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A Weighted Network Model Based on Node Fitness Dynamic Evolution

机译:基于节点适应性动态演化的加权网络模型

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Many complex networks in practice can be described by weighted networks. Currently, most existing weighted network models only consider the node strength in evolving conditions, but neglect the influence of node attraction on network evolution. In this paper, we propose an accurate and practical weighted evolving network model based on node fitness dynamic evolution, which takes both node strength and node attraction into consideration. Our theoretical analysis and numerical simulations have demonstrated the scale-free property of the network model, which has been widely observed in many real-world networks. Additionally, the phenomenon that very few nodes possess greater fitness is observed via numerical simulations of our network model, which can be referred to as the fitness property of network. Our network model's dual assessment of node strength and node attraction leads to fewer node clustering and stronger robustness of the whole network than other existing network growth models.
机译:实际上,许多复杂的网络都可以用加权网络来描述。当前,大多数现有的加权网络模型仅考虑演进条件下的节点强度,而忽略了节点吸引对网络演进的影响。本文提出了一种基于节点适应度动态演化的精确实用的加权演化网络模型,该模型同时考虑了节点强度和节点吸引力。我们的理论分析和数值模拟证明了网络模型的无标度特性,该特性在许多实际网络中已得到广泛观察。另外,通过对我们的网络模型进行数值模拟,可以观察到很少的节点具有更大适应性的现象,这可以称为网络的适应性。与其他现有网络增长模型相比,我们的网络模型对节点强度和节点吸引力的双重评估导致更少的节点集群和整个网络的更强健。

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