Article ID Journal Published Year Pages File Type
973851 Physica A: Statistical Mechanics and its Applications 2015 9 Pages PDF
Abstract

•A new node similarity which captures global and local structures is proposed.•A new index is proposed to measure local topology feature of a network.•The new node similarity ISIM is a general approach.

Detection of community is a crucial step to understand the structure and dynamics of complex networks. Most of conventional community detection methods focus on optimizing a certain objective function or on clustering nodes based on their similarities, which leads to a phenomenon that they have preference for specific types of networks but are not general. Using constrained random walk, we exploit global and local topology structures of network to propose a modified transition matrix and further to define a new similarity metric (named ISIM) between two nodes. In contrast to the existing similarities, ISIM does not work directly on the observed data, but in a convergent stable space. This feature makes ISIM robust to the observed noisy data in real-world networks. ISIM not only measures node’s distance, but also captures node’s topology structure in network. Experiments on synthetic and real-world networks demonstrate that ISIM can be successfully applied to community detection in broader types of networks and outperforms other community detection methods.

Related Topics
Physical Sciences and Engineering Mathematics Mathematical Physics
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