This work proposes Highway, a scalable OCD algorithm that exploits the sparse backbone of the input network to perform efficient community inference and shows competitive performance for Highway, which ranks first in overlapping normalized mutual information and ranks second in all the other four performance measures.
Abstract
Community structures are common in real networks, and extracting them provides valuable insight in applications ranging from drug discovery to market segmentation. Overlapping community detection (OCD) is the task of clustering networked data in which nodes may belong to multiple clusters. Existing OCD algorithms often struggle to achieve a suitable balance between detection quality and scalability. We, therefore, propose Highway, a scalable OCD algorithm that exploits the sparse backbone of the input network to perform efficient community inference. We used 728 Lancichinetti-Fortunato-Radicchi benchmark networks to compare Highway and its ablated version against 10 existing OCD algorithms. Our results, based on five performance measures, demonstrate a competitive performance for Highway. It ranks first in overlapping normalized mutual information with a 6.9% improvement over the strongest baseline. It also ranks second in all the other four performance measures. These comparative results suggest that Highway coupled with its backbone procedure offers a suitable accuracy-efficiency trade-off. The Highway algorithm is open-source and available as part of the CDlib library.
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In extensive experiments with over 50 real-world and randomly generated graphs, it is shown that across nearly all test cases, a member of this algorithm suite matches or surpasses h-louvain and provides a more faithful community representation than the state of the art.
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Community detection is a key problem in complex-network analysis: densely connected groups may correspond to social circles, scientific fields, biological modules, or functional subsystems. This review considers how spectral graph methods translate a network into matrix form and then use eigenvalues and eigenvectors to...
Ji Li· Theoretical and Natural Scie...· 0 citations
Network data, characterized by interconnected nodes and edges, is pervasive in various domains and has gained significant popularity in recent years. In network data analysis, testing the presence of community structure in a network is one of the most important research tasks. Existing tests are mainly developed for un...
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