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Node Importance Evaluation Algorithm for Complex Network Based on Time Series and TOPSIS

机译:基于时间序列和TOPSIS的复杂网络节点重要性评估算法

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Evaluation of the importance of nodes in complex networks has always been the focus of complex network node research, and has practical application value. At present, in the evaluation of node importance, most evaluation indicators and evaluation algorithms are applicable to static networks. For example, based on graph theory and statistical characteristics, node importance evaluation indicators, such as degree and eigenvector centrality, proposed from the perspective of nodes and paths, are applicable to some complex networks, and have certain applicability and limitations. Select multiple evaluation indicators, establish node evaluation index attribute sets, and use multi-attribute decision-making methods, such as principal component analysis, TOPSIS, and attribute reduction sets. In view of the fact that the complex network is constantly changing with time, this paper designs a comprehensive evaluation algorithm for nodes, node attributes and timing based on the TOPSIS algorithm. The Facebook data set for three consecutive months was used, divided into three time periods by month, and the algorithm was verified in chronological order and compared with the results of the TOPSIS algorithm and the PageRank algorithm. Experimental results show that the algorithm takes into account the importance of the nodes in each time period, and the evaluation results are reasonable, more in line with the actual dynamic changes of the nodes, and have higher accuracy.
机译:复杂网络中节点重要性的评估一直是复杂网络节点研究的重点,并具有实际应用价值。目前,在节点重要性评估中,大多数评估指标和评估算法都适用于静态网络。例如,基于图论和统计特征,从节点和路径的角度提出的节点重要性评价指标,例如度和特征向量中心度,适用于某些复杂的网络,具有一定的适用性和局限性。选择多个评估指标,建立节点评估索引属性集,并使用多属性决策方法,例如主成分分析,TOPSIS和属性约简集。鉴于复杂网络随时间而变化的事实,本文设计了一种基于TOPSIS算法的节点,节点属性和时序综合评估算法。使用了连续三个月的Facebook数据集,每个月将其分为三个时间段,并按时间顺序对算法进行了验证,并与TOPSIS算法和PageRank算法的结果进行了比较。实验结果表明,该算法考虑了每个时间段内节点的重要性,评估结果合理,更符合节点的实际动态变化,具有较高的准确性。

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