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Lifetime incremental cost-utility ratios will be estimated using bootstrap estimation methods [ 39, 40], and using data and simplifying assumptions described in previous paragraphs.
Sampling uncertainty will be estimated using bootstrap procedure because cost data are non-normally distributed.
Sampling uncertainty (95%% confidence intervals) will be estimated using bootstrap procedure because cost data are usually skewed.
Therefore, the uncertainty intervals around the mean costs, mean effects and mean ICER values will be estimated using bootstrap simulations with at least 1000 replications [ 84- 86].
Therefore, the uncertainty intervals around the mean costs, mean effects and mean ICER values will be estimated using bootstrap simulations with 1000 replications [ 90- 92].
Similar(55)
Instead, this standard error might be estimated using bootstrapping.
Uncertainty around the ICERs will be estimated using bootstrapping, generating 5000 replications of the original dataset.
Cost-effectiveness ratios will be estimated using bootstrapping techniques and graphically presented on cost-effectiveness planes.
Confidence intervals (95%%) will be estimated using bootstrapping methods with a minimum of 5.000 replications [ 23].
Cost-utility and cost-effectiveness ratios will be estimated, using bootstrapping techniques.
Standard errors of coefficients, and hence p-values and confidence intervals, will be estimated using bootstrapping [ 76].
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