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Community Detection Through Optimal Density Contrast of Adjacency Matrix
Volume 22, Issue 1 (2011), pp. 135–148
Tianzhu Liang   Kwok Yip Szeto  

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https://doi.org/10.15388/Informatica.2011.318
Pub. online: 1 January 2011      Type: Research Article     

Received
1 October 2009
Accepted
1 October 2010
Published
1 January 2011

Abstract

Detecting communities in real world networks is an important problem for data analysis in science and engineering. By clustering nodes intelligently, a recursive algorithm is designed to detect community. Since the relabeling of nodes does not alter the topology of the network, the problem of community detection corresponds to the finding of a good labeling of nodes so that the adjacency matrix form blocks. By putting a fictitious interaction between nodes, the relabeling problem becomes one of energy minimization, where the total energy of the network is defined by putting interaction between the labels of nodes so that clustering nodes that are in the same community will decrease the total energy. A greedy method is used for the computation of minimum energy. The method shows efficient detection of community in artificial as well as real world network. The result is illustrated in a tree showing hierarchical structure of communities on the basis of sub-matrix density. Applications of the method to weighted and directed networks are discussed.

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Keywords
community detection node clustering energy minimization greedy method sub-matrix density hierarchical structure

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INFORMATICA

  • Online ISSN: 1822-8844
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