Hence, a new measure of node importance in complex networks with tunable parameters is proposed.
因此，本文提出了一种带有可调参数的网络上节点重要性度量的新方法。
An evaluation method for node importance in communication networks is proposed, the concise generalized expressions are given.
提出了一种对通信网中节点重要性进行评价的方法，并给出了简洁的归一化解析表达式。
Experimental results show that the method is simple and can reflect node importance determined by the network topology more precisely.
实验结果表明，该方法计算简单，更为精确地反映基于网络拓扑的节点重要性。
Power system restoration; Over-voltage prediction; Node importance; Ant Colony algorithm; Skeleton - network reconfiguration; Load recovery.
电力系统恢复；过电压预测；节点重要性；蚁群算法；网架重构；负荷恢复。
This method ranks the node importance over all nodes in a network. The relative importance of two nodes in a graph is compared in terms of the number of spanning trees.
该方法可以评价全网范围内的节点重要性，通过比较生成树的数目，可以判断通信网中任意两个节点的相对重要性。
In this foundation, according to the post in each work's importance, node grading which is responsible for this post carries on the weighting conformity, obtains post grading.
在此基础上，根据岗位中各项工作的重要性，对该岗位所负责的节点评分进行加权整合，得到岗位的评分。
Node slack is of great importance in CPM network, and it is the most intuitive and the simplest for computing and applications in a variety of slacks.
节点时差是CPM网络中一个重要的机动时间概念，在各种机动时间中最为直观，计算和应用起来最为简便。
Node slack is of great importance in CPM network, and it is the most intuitive and the simplest for computing and applications in a variety of slacks.
节点时差是CPM网络中一个重要的机动时间概念，在各种机动时间中最为直观，计算和应用起来最为简便。
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