Thus, in the proof of Theorem 2.1 we focus on the case (q in (2,infty )), the proof of which well illustrates, in the simplest setting, our arguments based on mean oscillation estimates together with the sharp function and the maximal function theorems.
Mean daily costs were calculated based on mean daily usage estimates and the publicly reimbursed prices of the drugs in the respective countries.
To study the association between the adherence-enhancing components and their effect on adherence, a linear meta-regression model, based on mean adherence point estimates, and a meta-analysis were conducted.
Resource costs were estimated based on published literature and drug costs in the model were estimated based on mean drug utilization and published Red Book costs as of October 9, 2012.
Alternatively, distribution parameters can be also estimated based on mean and variance, which determine parameters μ and ν regarding the (mathcal {P}_{P}) parametrization and either the skewness, the kurtosis or a quantile to estimate parameter α.
Alternatively, distribution parameters can be estimated based on mean and variance, which determine parameters μ and ν regarding the (mathcal {P}_{P}) parametrization and either the skewness, the kurtosis or a quantile to estimate parameter α.
This sample size was estimated, based on mean TCU population size, to enable detection of a 5% absolute difference in the proportion infected or re-infected, equivalent to ±50% relative risk from a baseline prevalence of 10%, at a significance level of 5% with 80% power.
Phenotypic correlations between the traits were estimated based on mean values over three seasons (Table 2).
Medicines usage was estimated based on mean dosage when used and average usage within the three budgetary periods (discharge to 3, 3 6 and 6 12 months, respectively).
