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It is important to point out that we observe this behavior only because the vertex set cardinality is small.
because the vertex set corresponding to tree node s, (mathcal {V}_{s}), is the union of the vertex sets of the children of s.
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Let be connected graph on the vertex set.
An induced subgraph consists of a subset of the vertex set of the graph and all edges whose endpoints are both in the vertex set [27].
A subset D of the vertex set V of a graph Γ is called a dominating set if every vertex V ∖ D is joined to at least one vertex of D by an edge.
The vertex set V is our gene set, covering all studied m genes.
This graph polynomial can be derived by using a probability distribution of the vertex set.
Randomly partition the vertex set V of the graph G into n different pools.
We study the Partition Coloring Problem (PCP), a generalization of the Vertex Coloring Problem where the vertex set is partitioned.
Because it is an induced subgraph, its edge set is given by the edges in ambiguity graph (mathcal {G}) whose endpoints are both in the vertex set (mathcal {V}_{Re }) [27].
Let V ( G ) and E ( G ) denote the vertex set and edge set of G, respectively.
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CEO of Professional Science Editing for Scientists @ prosciediting.com