<p>(A) Correct partition. (B,C) Two counter-intuitive partitions. The red links and their adjacent nodes constitute a community, the blue links and their adjacent nodes form another community. The black node is overlapped.</p
<p>The thin blue lines represent the 100 simulated networks and the thick red line represent the act...
<p>Both subfigures show the same network, comprised of a small subnet of 5 nodes with a single link ...
One way to analyze the structure of a network is to identify its communities, groups of related node...
<p>(A) The network consists of five overlapping communities. Nodes 1, 7, 12, 16 are overlapping node...
<p>(A) A simple two layer multiplex networks where the links in blue correspond to one layer and the...
<p>Black nodes (isolated nodes) have their module membership fixed, whereas red nodes (connector nod...
<p>Shown are three networks, , , and . Nodes belonging to the same community in each network are mar...
<p>(a) Nodes belong to a same community; (b) Nodes belong to different communities.</p
<p>(A) The ring network of heterogeneous cliques. Each community is a clique, and two adjacent commu...
<p>Six communities are found in the difference network , where the nodes in communities – are plotte...
<p>The figure shows two examples where a node with degree 3 may be part of a sparsely-connected star...
<p>Inter-edges (red dashed) cross community boundaries. Intra-edges (blue solid) remain inside commu...
<p>(A) Network topology. We set <i>s</i> = 2.0, <i>b</i> = 1.0 and <i>d</i> = 3.0. (B) NeighborNet. ...
<p>The average degree is increasing in the number of shared community. This means that nodes that be...
<p>The strict consensus tree, principal clades (black, in circles) and their Bremer support (red) an...
<p>The thin blue lines represent the 100 simulated networks and the thick red line represent the act...
<p>Both subfigures show the same network, comprised of a small subnet of 5 nodes with a single link ...
One way to analyze the structure of a network is to identify its communities, groups of related node...
<p>(A) The network consists of five overlapping communities. Nodes 1, 7, 12, 16 are overlapping node...
<p>(A) A simple two layer multiplex networks where the links in blue correspond to one layer and the...
<p>Black nodes (isolated nodes) have their module membership fixed, whereas red nodes (connector nod...
<p>Shown are three networks, , , and . Nodes belonging to the same community in each network are mar...
<p>(a) Nodes belong to a same community; (b) Nodes belong to different communities.</p
<p>(A) The ring network of heterogeneous cliques. Each community is a clique, and two adjacent commu...
<p>Six communities are found in the difference network , where the nodes in communities – are plotte...
<p>The figure shows two examples where a node with degree 3 may be part of a sparsely-connected star...
<p>Inter-edges (red dashed) cross community boundaries. Intra-edges (blue solid) remain inside commu...
<p>(A) Network topology. We set <i>s</i> = 2.0, <i>b</i> = 1.0 and <i>d</i> = 3.0. (B) NeighborNet. ...
<p>The average degree is increasing in the number of shared community. This means that nodes that be...
<p>The strict consensus tree, principal clades (black, in circles) and their Bremer support (red) an...
<p>The thin blue lines represent the 100 simulated networks and the thick red line represent the act...
<p>Both subfigures show the same network, comprised of a small subnet of 5 nodes with a single link ...
One way to analyze the structure of a network is to identify its communities, groups of related node...
DOI
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