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A maximum clique is the largest maximal clique induced in G m.
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Therefore, the maximal clique is an induced subgraph of (G_v^-).
Furthermore, a maximal clique distinct from C but inducing I C cannot exist because each of its vertices must be compatible in the interval [ l, r], which is in violation of the maximality of C. It follows that no maximal clique other than C can induce I C ; thus, each maximal clique uniquely defines an interval.
CliXO is a new approach that finds maximal cliques in a network induced by progressive thresholding of a similarity matrix.
The problem of maximal clique enumeration (MCE) is to enumerate all of the maximal cliques in a graph.
The main dependent parameter is the size of the maximal clique as generated by tree clustering.
Report compsub as a maximal clique.
Maximal clique enumeration is NP-Complete.
The definition of a maximal clique is as follows: A maximal clique in a graph G is a clique not contained by any other clique in G.
A maximal clique is a clique that is not a subset of any other clique in a community network [36].
Since both algorithms rely on finding the largest cliques in the graph induced by the state matrix, which as previously explained is known to be NP-complete in general, we have used the MATLAB function [40], which allows bounding the maximal clique size, hence bound the complexity according to Lemma 2. As baseline for comparison we used the traditional uncoded case.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com