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It was illustrated that this model coincides with the intuition of human beings on the physical mono-components very well provided that the parameter ϵ is sufficiently small.
In the case when (a=0) and (g(s)=s), this model coincides with the Gross Pitaevskii equation; see, for instance [1, 2, 4, 18, 19] and the references therein.
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By simulation, it is shown that the model coincides with a previously developed Monte Carlo model.
Except for the lack of a significant effect of salmon parr density (likelihood ratio = 2.6; P = 0.10), the model coincides with the model for final body length (Table 2a).
The predictions for physically short cracks from this model coincide well with experimental data for the railway axle used steel 25CrMo4.
The results of experiments, which were conducted by using Next Generation Simulation (NGSIM) dataset to validate the proposed model, indicate that the vehicle trajectories simulated by this model coincide with the actual vehicle trajectories in terms of mean value and deviation.
In the case when (a=gamma=0), (g(s)=s) and (f=0), this introduced model coincides with the model [1, 2].
The calculated absorptive coefficients from this modified model coincides very well with the measured spectra of co-sputtered Ag Si composite films.
Degassing events in the model coincided with a key N2O emission event measured in the field during several days after a rainfall in mid-June.
It was shown that organizations in the model coincided with known growth phenotypes of E. coli under different growth conditions.
In this paper a systematic approach is presented that guarantees that the simplified model coincides with the asymptotics of the original one.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com