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The algorithm allows for investigation of the influence of spectral shape and directionality on the joint distribution; examples are given in the paper.
Two continuous distribution examples show that the two methods are consistent in measuring normal distribution, and information entropy is more appropriate to describe bimodal distribution than variance.
Our baseline networks comprise 200 vertices and are small-world, clustered and exhibit a degree distribution with a longer tail in comparison with a regular degree distribution: examples are shown in Figs.
For clustering distributions, the expected value of K r) is larger than the value of a random distribution, for regular patterns it is less than for a random distribution (examples are given in the Supplementary Material S1).
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Particle distribution example is to show the efficiency of the proposed approach.
Figure 5 shows a distribution example of small cells and UEs with parameters d=120, N=M=10.
A discrete distribution example shows that information entropy could be more appropriate to describe between-model uncertainty than variance.
A particle distribution example is given to illustrate the design procedures, and the simulation results show the performance of the proposed approaches.
Note that we may incorporate different distributions of the target priors; this uniform distribution example is just a simple initial example of how one would go about obtaining the BCRBs.
These simulated random samples are drawn with replacement either based on the specifications of the corresponding real data-set and the theory of normal distribution (Example 1 and Example 3) or from the real data-set (Example 2).
For example, in the case of the normal distributions, examples of subsets T are the lower quartile and the upper quartile.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com