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Also, we give a numerical experiment for approximating a fixed point in these examples.
In this section, we present numerical experiment for above regularization method.
Thus, in this section, we give out the numerical experiment for the case (n=2) as follows to support to our results.
A numerical experiment for a class of functions in known Sobolev smoothness classes gives L2 errors for the fully discrete needlet approximation that are almost identical to those for the original semidiscrete needlet approximation.
The validity of the method was investigated by comparison of the results of the eigenvalue analysis and those of the numerical experiment for the low-order model problem of the turbulent flow in a square duct with various feedback gains in the case of feedback with all velocity components and two velocity components.
So if one has a reason (such as numerical experiment) for suspecting that the distribution of interest should look Gaussian, zero-central-moment is an appropriate closure, and can be thought of as the dynamics on this family derived from the effective action.
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Here, we perform numerical experiments for three scenarios.
Fig. 3 Numerical experiments for probability of collisions.
Several numerical experiments for the nonlinear.
We present numerical experiments for asymmetric inhomogeneities.
Numerical experiments for simulator validation against real data are encouraging.
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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