Examples of 'number of edges' in a sentence
Meaning of "number of edges"
Refers to the count or quantity of edges in a geometric figure, such as a polygon or polyhedron
How to use "number of edges" in a sentence
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number of edges
And this is n dependent of the number of edges.
A degree is the number of edges coming in and out.
It grows linearly with the number of edges.
The number of edges always equals the number of vertices.
The degree of a node is the number of edges attaching to it.
The number of edges in subsequent levels should decrease by a constant factor.
Nodes with an odd number of edges are shaded orange.
To do the converse we use induction on the number of edges.
Here m represents the number of edges and n is the number of vertices.
All four nodes have an odd number of edges.
The number of edges incident to a vertex is called as the degree of the vertex.
The degree of a node is the number of edges touching it.
This may be proved straightforwardly by mathematical induction on the number of edges.
The numbers denote the number of edges connected to each node.
So this now is a recurrence relation for the number of edges.
See also
The valence of a vertex is the number of edges incident to the vertex.
It will be understood that the neighbourhood graph comprises a relatively low number of edges.
The degree of a node refers to the number of edges connected to that node.
This proof shows that the Turan graph has the maximum number of edges.
The resolution is the number of edges or steps that an encoder produces within a revolution.
This is why it is preferable to limit the number of edges concerned.
We can express the number of edges in the tangled hypercube again using a recurrence relation.
So we traverse some number of edges.
When the number of edges exceeds or the time expire, a stop is made.
The sum of the rank and the nullity is the number of edges.
And then we have to count up the number of edges between these neighbor cities.
The adjacency matrix is a good implementation for a graph when the number of edges is large.
What is the number of edges in each graph?
The running time here has to do with the number of edges right.
It is positive if the number of edges exceeds expectation, based on degree.
The asynchronous diagnosis is done by comparing the number of edges on DATA.
In all that follows, m is the number of edges and n is the number of vertices.
N is the number of vertices and M is the number of edges.
We note that the number of edges $ e $ is positive.
Degrees of the vertices of G is equal to twice the number of edges.
The number of edges in a crown graph is the pronic number nn - 1.
Let random variable Q be the number of edges cut.
However, the number of edges is always going to be between 0 and n ² roughly.
We proceed by induction on m, the number of edges.
The number of edges in the shortest cycle of 'G' is called its Girth.
In particular, if r is odd then the number of edges must be divisible by r.
Usually we will use the notation n for the number vertices, m for the number of edges.
The number of nodes is unchanged . The number of edges has gone up by one.
Each filter membrane pocket 2 has a rectangular shape with four corners 3 and a corresponding number of edges 4.
See also size, the number of edges.
EF = Number of edges on each face.
The sum of the vertex degrees = twice the number of edges holds.
Table 4.1, Number of edges within and between Genetic Communities in the example IBD network.
Five is the number of nodes . Five also happens to be the number of edges.
In infinitely many cases he determined the maximum number of edges in a graph with no C4.
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