Examples of using A graph with in English and their translations into Russian
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except one who induces a graph with maximum degree b{\displaystyle b.
Vetta to show that the problem of odd cycle transversal was solvable in time O(3k kmn), for a graph with n vertices,
Necessarily, a graph with a star cutset(with more than one vertex)
then with only three simple exceptions(an empty graph, a graph with one edge
one obtains a graph with x connected components,
Thus, the vertex cover problem can be solved in time O( 2 2 k 2+ n+ m){\displaystyle O( 2^{ 2k^{ 2}}+ n+m)} for a graph with n{\displaystyle n}
for a graph with vertex set V and edge set E. Both results were proven by Leonhard Euler( 1736) in his famous paper on the Seven Bridges of Königsberg that began the study of graph theory.
More precisely, let G be a graph with n vertices.
The 7-page book graph of this type provides an example of a graph with no harmonious labeling.
Because these graphs are not perfect, every perfect graph must be a Berge graph, a graph with no odd holes
defined either as a subgraph of a k-tree or as a graph with treewidth at most k.
that the eternal domination number of a graph with independence number α is a most α(α+ 1)/2.
The number of edges in a spanning forest of a graph with[math]n[/math] vertices consisting of[math]c[/math]
is a graph with numerically labeled edges(called branches)
This could be useful if you wanted to view a graph with more than 2 variables, since you can include size of the bubble as one of the metrics.
The degeneracy of a graph with arboricity a{\displaystyle a} is at least equal to a{\displaystyle a},
If X{\displaystyle X} is a graph with the combinatorial metric then it is a real tree if