Examples of 'regular graph' in a sentence
Meaning of "regular graph"
regular graph - In mathematics, a regular graph is a graph in which each vertex has the same number of neighbors or connects to the same number of other vertices
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- A graph whose vertices all have the same degree.
How to use "regular graph" in a sentence
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regular graph
Every regular graph has some consistent labeling.
The second parameter means that the graph is a regular graph with 14 edges per vertex.
A strongly regular graph is defined as follows.
Therefore, it is a regular graph.
A regular graph is periodic if and only if it is an integral graph.
Distance regular graph.
A regular graph is inaudible.
According to the theorem of, every bipartite regular graph has a 1-factorization.
A regular graph of degree k is connected if and only if the eigenvalue k has multiplicity one.
The latter is a strongly regular graph called the local McLaughlin graph.
A regular graph with vertices of degree k is called a k ‑ regular graph or regular graph of degree k.
Factorization = = If a graph is 1-factorable, then it has to be a regular graph.
A strongly regular graph is called primitive if both the graph and its complement are connected.
Its complement, the 10-regular Clebsch graph, is also a strongly regular graph.
A walk-regular graph is necessarily a regular graph.
See also
The Gewirtz graph is a strongly regular graph with 56 vertices and valency 10.
A regular graph containing only two-terminal components will have exactly two non-zero entries in each row.
The Schläfli graph, a strongly regular graph with 27 vertices, is claw-free.
A strongly regular graph is a distance-regular graph with diameter 2 whenever μ is non-zero.
Conversely, a connected regular graph with only three eigenvalues is strongly regular.
A strongly regular graph is a distance-regular graph with diameter 2, but only if μ is non-zero.
Not every regular graph has a 1-factorization ; for instance, the Petersen graph does not.
That is, a regular graph has a 1-factorization if and only if it is of class 1.
It is a strongly regular graph with 16 vertices and 48 edges, with each vertex having degree 6.
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Examples of using Regular
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Whatever happened to regular old black coffee
Regular meetings were held in all the sectors
We were just a regular family like anybody else
Examples of using Graph
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The following graph synthesizes this view
Graph paper sheets always come last
See the following graph for an example
