Sentence examples for a distribution of approximately from inspiring English sources

Exact(1)

had a distribution of approximately ( {chi}^2left Z-{h}_j^{mu }-{p}_j^{mu}right) ), where Z is the first autocorrelation of the μth component model residual errors, r z (a μ ) is the autocorrelation of the residual error of the μth component model, and n = N − ϑ, where N is the time series length of the μth component and ϑ is the difference order of the μth component model.

Similar(59)

Although genes of M and S molecular-form mosquitoes generally have negative values of Tajima's D consistent with recent population growth previously inferred for these populations (Crawford and Lazzaro 2010), GOUNDRY exhibits a distribution of D approximately centered on D = 0 with a substantially increased variance.

The BET surface area of the ZnO aggregates amounts to 144.6 m2/g, and a pore distribution of approximately 3.5 nm was determined by the desorption curve (the inset of Figure 3d).

The two minority ethnic groups, Malays and Asian Indians, were over-sampled to obtain an ethnic distribution of approximately 60% Chinese, 20% Malays and 20% Asian Indians to ensure sufficient numbers for statistical analysis.

The solid-cores were nearly spherical in shape with a wide diameter distribution of approximately 200~800 nm through the aggregation of small Ni nanocrystals.

At low pressures commonly used for sensitive products (below 10 Pa), the vial-shelf contact area appeared crucial for explaining Kv heterogeneity and was found to generate, in our study, a product temperature distribution of approximately 2°C during sublimation.

24 Palonosetron has a volume of distribution of approximately 8.3 ± 2.5 L/kg and is 62% bound to plasma proteins.

The Ni particles in Ni ZrO2 exhibit a homogeneous size distribution of approximately 20 nm mean size and are of polyhedral shape.

For example, Morrison et al. showed a distribution phase of approximately 20 min, after an i.v. bolus dose of 15 mg/kg, followed by an elimination phase until the end of the experiment at t = 120 min (40).

For w(d), average <β> = 0.893 ± 0.006 (standard error of the mean), while for wneut(d) the average <β> = 0.983 ± 0.004 by M2 or 1.046 ± 0.005 by M1. Figure 7 shows that the removal of compensatory mutations yields a distribution of β that is approximately symmetric around one, in contrast to the pronounced excess of antagonistic epistasis (β < 1) when compensatory mutations are included.

Fractional phase separation would produce a distribution of data points moving (approximately) away from the CH4 apex, consumption of water due to serpentinization would produce a distribution of data points moving away from the H2O apex, and mixing of two aqueous fluids would produce a line parallel to the H2O-NaCl tie-line provided that both fluids contained the same proportion of methane.

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