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Let G="(V,E) be a graph with a source node s and a sink node t, |V|= n,|E|= m.
Let G="(V,E) be a graph with vertex set V and edge set E. A subset F⊆E is an edge total dominating set if every edge e∈E is adjacent to at least one edge in F. The edge total domination problem is to find a minimum edge total dominating set of G.
Let G be a graph with loops.
Let G= V,E) be a graph with n vertices.
Theorem 7. Let G be a graph with v vertices.
Let G be a graph with vertex set (V (G)).
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Each layer in this multiplex representation is a graph with nodes and links that models a single airline.
The first regime assumes that the fluid interface is a graph with size restrictions on the slope of the interface.
A generalized Petersen graph P n, k) is a graph with 2n vertexes arranged in two concentric rings with n vertexes in each ring.
If G is a graph with girth at least 9, then χ b (G ≥m(G −1.
Suppose G is a graph with a vertex set V ( G ) and an edge set E ( G ).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com