Skyline (λ, k)-Cliques Identification From Fuzzy Attributed Social Networks

Identifying the optimal groups of users that are closely connected and satisfy some ranking criteria from an attributed social network attracts significant attention from both academia and industry. Skyline query processing, a multicriteria decision-making optimized technique, is recently embedded into cohesive subgraphs mining in graphs/social networks. However, the existing studies cannot capture the fuzzy property of connections between users in social networks. To fill this gap, in this article, we formulate a novel model of the skyline
$(\lambda,k)$
-cliques over a fuzzy attributed social network and develop a formal concept analysis (FCA)-based skyline
$(\lambda,k)$
-cliques identification algorithm. Specifically,
$\lambda $
can be regarded as a quality control parameter for measuring the stability of the cohesive groups. Extensive experimental results conducted on three real-world datasets demonstrate the effectiveness of the skyline
$(\lambda,k)$
-clique model in a fuzzy attributed social network. Furthermore, an illustrative example is executed for revealing the usefulness of our model. It is expected that our proposed skyline
$(\lambda,k)$
-clique model can be widely used in various graph-based computational social systems, such as optimal team formation in crowdsourcing, and group recommendation in social networks.