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Our analysis shows the emergence of synchronizable states of network ensembles for a wide range of the parameter values.
Numerical experiments show that, for a wide range of the parameter β, the algorithm is stable and high-order accurate.
A parameter sensitivity analysis of the additional mass model is conducted to determine the approximate range of the parameter values of the distributed Voigt model.
Here we shall show that this model does not have the usual kind of power-law degree distribution observed in the real world: for the most interesting range of the parameter, neither the bulk of the nodes, nor the few highest degree nodes have degrees following a power law.
The response of closed-loop system is valid for any initial conditions and robust performance of the overall system for a wide range of the parameter uncertainties can be guaranteed.
It is shown that degree 7 PH curves define a one-parameter family of G2 corners, facilitating precise control over the extremum of the unimodal curvature distribution, within a certain range of the parameter.
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A new procedure is proposed to reduce the range of the parameters during the optimization process.
In particular the classical Havriliak Negami model is extended to a wider range of the parameters.
Note that such a property is directly linked to the range of the parameters.
The operating range of the parameters has been selected on the experimental basis, within which the coating can be deposited.
Therefore, cluster formation seems to be a generic feature of the "extrinsic" model and robust in the range of the parameters considered.
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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