A testing based extraction algorithm for identifying significant communities in networks
James D. Wilson, Simi Wang, Peter J. Mucha, Shankar Bhamidi, Andrew B., Nobel

TL;DR
This paper introduces ESSC, a statistically grounded community detection algorithm that automatically determines community count and size, handles overlaps, and identifies background vertices, validated through real and simulated network data.
Contribution
The paper presents ESSC, a novel testing-based method for community detection that automatically identifies communities, overlaps, and background vertices in complex networks.
Findings
ESSC effectively detects communities in real networks.
It handles overlapping communities and background vertices.
Performance is validated through simulation studies.
Abstract
A common and important problem arising in the study of networks is how to divide the vertices of a given network into one or more groups, called communities, in such a way that vertices of the same community are more interconnected than vertices belonging to different ones. We propose and investigate a testing based community detection procedure called Extraction of Statistically Significant Communities (ESSC). The ESSC procedure is based on -values for the strength of connection between a single vertex and a set of vertices under a reference distribution derived from a conditional configuration network model. The procedure automatically selects both the number of communities in the network and their size. Moreover, ESSC can handle overlapping communities and, unlike the majority of existing methods, identifies "background" vertices that do not belong to a well-defined community. The…
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