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Means and upper and lower quartiles of daily average soil water potentials (ΨS_mean, ΨS_Q25, ΨS_Q75) across the growing season were used as covariates in separate models (Table 1).
Adjusted means and upper and lower 90% confidence intervals (CI) for the mean population heart rate-corrected QT interval (QTcN) changes from baseline and for the mean heart rate (HR) changes from baseline between 1 and 4 hours after administration of 25 mg or 200 mg doses of empagliflozin or placebo and between 2 4 hours after administration of 400 mg moxifloxacin or placebo.
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The mean traffic load offered by the packet flow to a virtual link of limited capacity in a finite observation period is calculated and the mean and upper bounds for the time without loss are derived.
In one robust model, this information is supplemented by a lower bound on the demand, whereas in a second robust model, the assumption is made that the variance of the demand is known, in addition to the mean and upper bound.
Median, mean, and upper percentile (90th, 95th, 97.5th) concentrations were calculated for 129 drugs.
These values approximately correspond to the mean and upper limit of water concentration estimates.
A striking increase in mean and upper centile values for NT-proBNP with age has been reported in healthy volunteers.
Statistical uncertainties of the substitution rates and the MRCA were summarized as the lower 95%, mean, and upper 95% values of the HPD interval.
Median, mean and upper percentile (90th, 95th, 97.5th) concentrations (mg/L) were calculated from findings with a numerical value for the drug concentration (Table 2).
On the basis of 100,000 iterations, we obtained empirical distributions of counts corresponding to Bayesian posterior distributions and used these posterior distributions to generate a point estimate (posterior mean) and upper and lower 5% limits for 90% CrIs.
An unstructured covariance model was used, and the mean and upper 95% one-sided confidence interval (CI) of ddQTcF during treatment with APF530 were used to make the primary statistical assessment.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com