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However, in each domain, the conceptual pair (vertex, link) is redefined.
Now we can complete scheduling all flows of G as soon as each vertex (link) of F G ′ is scheduled once.
In fact, Corollary 1 indicates that if a vertex (link) ℓ0 of conflict graph F G has k neighboring vertices (links), ℓ1,…ℓ,…ℓ k, then ℓ0 must have at least k/2φ neighbors that are mutually interfering; in other words, the graph formed by these k vertices and the edges between them contains a clique of order k/2φ.
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This graph complexity measure is based on determining the entropy of the so-called offdiagonal elements of the vertex-vertex link correlation matrix [51], [52].
This can be explained by arguing that the underlying basis for calculating this measure - the vertex-vertex link correlation matrix - does not capture complex structural features of a graph adequately (at least for the considered graph classes).
Unfortunately, the coherence estimates obtained with the common vertex or linked ears references, as was the case for some of these reports, are difficult to interpret because of the problems outlined in Methods.
The preferred geometry of the ankle crossing, therefore, propagates into curvature preferences, because the ankle crossing at one vertex is linked by a relatively rigid structural member (the distal proximal pair) to the three neighbouring vertices.
Any interior vertex of a link is called a link vertex.
In the graph, each node illustrates a sensor and each vertex expresses a link between sensors.
Therefore, each link (vertex) in the network should be assigned sufficient capacity to keep the network functioning normally.
where V i denotes the number of links from i, Λ i represents the vertex that receives links from i, and q ij is related to the geodesic distance between i and j.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com