Algorithm of Hierarchical Matrix Clusterization and Its Applications

E. Lezhnina, Elizaveta A. Kalinina
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Abstract

In this article, the problem of hierarchial matrix clusterization is discussed. For this, the influence of individuals on the community was used. The problem of dividing the community into groups of related participants has been solved, an appropriate algorithm for finding the most influential community agents has been proposed. Clustering was carried out using an algorithm for reducing the adjacency matrix of a directed graph with nodes representing members of a social network and edges representing relationships between them. The applications to the problems of working groups, advertising in social networks and complex technical systems are considered.
层次矩阵聚类算法及其应用
本文讨论了层次矩阵聚类问题。为此,使用了个人对社区的影响。解决了将社区划分为相关参与者群体的问题,提出了一种寻找最具影响力的社区代理的合适算法。聚类使用一种算法来减少有向图的邻接矩阵,其中节点表示社交网络的成员,边表示它们之间的关系。应用到工作组的问题,广告在社会网络和复杂的技术系统进行了考虑。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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