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Research on the Algorithm for Degree of Network Relation Coupling in Complex Networks

机译:复杂网络中网络关系耦合度算法的研究

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The complex network can describe the topology of complex system, and the topology of complex network can affect the coupling among the activities of network node. Based on the topology of complex network, the concepts of Degree of Network Relation Coupling (DNRC) are defined by using the paths of network. In order to resolve the paths of complex network, the linear planning model is constructed firstly in this paper. At the same time, the Dijkstra algorithm for resolving the shortest path of the network which has positive weight is discussed. Then, we present a method which can transfer non-weight complex network to positive weight network. We also discuss how to resolve the entire shortest path between any two nodes. Based on the sort order of all paths between any two nodes in complex network, we also discuss how to resolve the second shortest path or more length paths in complex network. At last, some conclusions are presented in this paper.
机译:复杂网络可以描述复杂系统的拓扑,复杂网络的拓扑可以影响网络节点活动之间的耦合。基于复杂网络的拓扑结构,使用网络路径定义了网络关系耦合度(DNRC)的概念。为了解决复杂网络的路径问题,本文首先构建了线性规划模型。同时,讨论了具有正权重的Dijkstra算法,用于求解网络的最短路径。然后,我们提出了一种可以将非权重复杂网络转换为正权网络的方法。我们还将讨论如何解析任何两个节点之间的整个最短路径。根据复杂网络中任意两个节点之间所有路径的排序顺序,我们还将讨论如何解析复杂网络中的第二条最短路径或更长的路径。最后,本文提出了一些结论。

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