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Statistics of mean values given by customers to those six determinants show that these values are not high.
We set disorder situations of Δ z and h fluctuate around their mean values, given by 〈Δ z 〉=Δz0 and 〈h〉=h0, respectively.
For the first indictor, three comparisons of the conditional achievement mean values given profile X (X = 1, …, k; k number of assumed profiles) are performed for each model (and country) separately.
To model random variations in basal transcription rate, calcineurin activity, and NFATc2 concentration, we simulated cytokine expression in 5000 cells, for which the parameters α0/β, α1A0/β, and I were chosen from log-normal distributions with the mean values given above (and in Figure 6 for I).
Mean values given in pixels were compared.
This assumption is translated into the requirement that each π i(a) is the distribution of maximum entropy with mean values given by Eq. (5).
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The mean values give a significant, but punctual description of the discussed modifications between groups.
Whereas mean values give the impression that refill compliance is higher than monitoring compliance, proportions indicate that it is the other way around: in comparison with electronic monitoring, refill compliance measurements trace more poor compliers.
The result shows that the sample frequency responds to a nonparametric probability distribution with a mean value given at 100 Hz.
The number of new molecules per time step (Δ t=0.005 ms) was generated according to a Poisson distribution with a mean value given by Equation (35).
The assumption that the log OR is normally distributed leads to a normal distribution with mean value given by ln(1.3) = 0.26 and ln(1.4) = 0.33, respectively.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com