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We assume the connection between the cluster heads form a complete graph and the graph is completely connected.
Figure 2 ( B) and ( C) illustrate that in DCNs, the nodes with a small degree value, usually tend to form a complete graph (clique), or very dense sub-graph (i.e. with higher average clustering coefficient), and one dense sub-graph is connected with other dense sub-graphs by hub nodes, i.e. popular nodes with high degree, which are similar to politicians and celebrities in human social networks.
The set of all possible pairs correspond to the set of edges of the graph E= V× V that form a complete graph.
These 10 hubsgene form a complete graph, i.e., every pair of genes is correlated by a unique edge (with |Pearson correlation| > 0.5), which demonstrates the global structure of this gene network, and may imply the existence of common regulatory mechanisms.
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If every pair of vertices is connected by an edge, the graph is called a complete graph (Figure 13B).
Encyclopædia Britannica, Inc. …the graph is called a complete graph.
When each vertex is connected by an edge to every other vertex, the graph is called a complete graph.
We use the term metric graph for a complete graph with metric weights.
We consider the problem of decomposing a complete graph into the Cartesian product of two complete graphs Kr and Kc.
Complete graph: A complete graph is a graph in which each pair of graph nodes is connected by a line.
Fig. 1 Decomposition of a complete graph.
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