Abstract
We present an approach to studying the community structures of networks by using linear programming (LP). Starting with a network in terms of (a) a collection of nodes and (b) a collection of edges connecting some of these nodes, we use a new LP-based method for simultaneously (i) finding, at minimal cost, a second edge set by deleting existing and inserting additional edges so that the network becomes a disjoint union of cliques and (ii) appropriately calibrating the costs for doing so. We provide examples that suggest that, in practice, this approach provides a surprisingly good strategy for detecting community structures in given networks. © 2008 Springer.
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Chen, W. Y. C., Dress, A. W. M., & Yu, W. Q. (2008). Community structures of networks. Mathematics in Computer Science, 1(3), 441–457. https://doi.org/10.1007/s11786-007-0035-1
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