2016
DOI: 10.1016/j.socnet.2016.01.001
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Detecting large cohesive subgroups with high clustering coefficients in social networks

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Cited by 30 publications
(12 citation statements)
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“…Studies have shown that in real networks, due to the relatively high density of connection points, nodes always tend to establish a set of tight organizational relationships, which is often more likely than a random connection between two nodes. e clustering coefficient includes the global clustering coefficient, local clustering coefficient, and average clustering coefficient [58], where the global clustering coefficient is based on node triples and calculated by the number of closed triples/the number of all triples. e local clustering coefficient of a node indicates the degree of compactness of its adjacent nodes to form a cluster.…”
Section: Macrostructurementioning
confidence: 99%
“…Studies have shown that in real networks, due to the relatively high density of connection points, nodes always tend to establish a set of tight organizational relationships, which is often more likely than a random connection between two nodes. e clustering coefficient includes the global clustering coefficient, local clustering coefficient, and average clustering coefficient [58], where the global clustering coefficient is based on node triples and calculated by the number of closed triples/the number of all triples. e local clustering coefficient of a node indicates the degree of compactness of its adjacent nodes to form a cluster.…”
Section: Macrostructurementioning
confidence: 99%
“…Our work overcomes this particular shortcoming as ALCC is a well-defined and commonly accepted concept for quantifying the clustering of a network. Ertem et al (2016) studied the problem of how to detect groups of nodes in a social network with high clustering coefficient; however, their work does not consider the vulnerability of the average clustering coefficient of a network. The diffusion of information in a social network has been studied from many perspectives, including worm containment (Nguyen et al, 2010), viral marketing (Dinh et al, 2012aKempe et al, 2003;Kuhnle et al, 2017), and the detection of overlapping communities (Nguyen et al, 2011).…”
Section: Related Workmentioning
confidence: 99%
“…These groups of strong ties, also referred to as clusters (Granovetter, 1983), form cliques and interest groups, often referred to as communities (Granovetter, 1983;Girvan & Newman, 2002;Newman, 2003). A characteristic of clusters is their density, or the number of direct connections among the individuals in the cluster (Ertem, Veremyev, & Butenko, 2016;Newman, 2003;Watts & Strogatz, 1998). For instance, a densely-knit cluster that consists of a group of individuals (three or more people) who all share relationships, or direct ties, with each other, is a clique (Luce & Perry, 1949) and a cluster with a small number of direct ties is considered relaxed (Ertem et al, 2016).…”
Section: Network Features As Normative Influencesmentioning
confidence: 99%
“…A characteristic of clusters is their density, or the number of direct connections among the individuals in the cluster (Ertem, Veremyev, & Butenko, 2016;Newman, 2003;Watts & Strogatz, 1998). For instance, a densely-knit cluster that consists of a group of individuals (three or more people) who all share relationships, or direct ties, with each other, is a clique (Luce & Perry, 1949) and a cluster with a small number of direct ties is considered relaxed (Ertem et al, 2016). For instance, an individual's friends from school may not all know each other, forming a relaxed cluster, whereas an individual's sports team or immediate family can be considered a clique because, everyone is connected to each other.…”
Section: Network Features As Normative Influencesmentioning
confidence: 99%
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