Examples of 'degree distribution' in a sentence
Meaning of "degree distribution"
Degree distribution: In statistics, the way in which the frequencies of different values in a data set are distributed
How to use "degree distribution" in a sentence
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degree distribution
The degree distribution follows a power law.
It is characterized by its degree distribution following a power law.
The degree distribution does not define a graph uniquely.
We first measure the degree distribution of the network.
You are almost always gonna get the exact same degree distribution.
Maybe the degree distribution was similar.
The top graph is showing the degree distribution.
In both cases the degree distribution for both men and women is highly skewed.
And there is a nice property of the degree distribution.
We can look at the degree distribution and see that it 's highly skewed.
We can derive some properties of the degree distribution here.
The degree distribution of the BA Model, which follows a power law.
The major limitation of the model is that it produces an unrealistic degree distribution.
A graph is scale-free if its degree distribution is a power law.
This is not the only instance of seeing a very highly skewed degree distribution.
See also
In a scale-free network the degree distribution follows a power law function.
All three subfamilies are composed of well-structured graphs with recognizable degree distribution.
A scale-free network is a network whose degree distribution follows a power law, at least asymptotically.
In this case, the distribution that I have plotted, is the cumulative degree distribution.
The average shortest path, the degree distribution and the size of the giant component.
The degree sequence, in turn, can be folded into a degree distribution.
Indegree, outdegree for digraphs Degree distribution degree sequence for bipartite graphs.
What you will get [ inaudible ] long tail of degree distribution.
In particular, the degree distribution follows a power-law.
So previously, we figured out the degree distribution.
Our first case study is the degree distribution of the logical topology, or L3.
Enumeration of ( uni - or bicolored ) plane trees according to their degree distribution.
Our second case study is the degree distribution of the physical topology, or L2-L3.
These familiar features are embodied in the “ binomial ” degree distribution of a typical random network.
Scale-free networks, A scale-free network is a network whose degree distribution follows a power law, at least asymptotically.
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