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The bootstrap distribution of the estimated quantiles can be described by a lognormal distribution.
If we now apply the LRT in the usual manner, the bootstrap distribution of the test statistic represents its distribution under the alternative.
Finally, a threshold for the entropy was obtained using the 0.05 quantile of the bootstrap distribution of the entropy.
The lower 2.5th percentile of the bootstrap distribution of the additive residual error term and BSV in the residual error approached zero.
The 95%% confidence interval is obtained using 2.5 and 97.5 percentiles of the bootstrap distribution of the estimated R D t) (1000 bootstrap resamples).
The 2.5th and 97.5th percentiles of the bootstrap distribution of the RV provide the basis for the 95% confidence interval (CI), which is a range designed to capture with 95% probability the "true" value of RV.
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The bootstrap distributions of the RS, T%, S1, S2 and S3 statistics for 21 comparisons are shown in Figure 5.
Bootstrap distributions of the relative hazard associated with a positive slope estimate and a negative slope estimate (based on different sets of PCBs) from the final model are provided in Figure 3.
Bootstrap distributions of the estimated weights are used to identify the strength of association between the Wolff et al. categories and TTP, the degree of chlorine substitution and TTP, and to define an 'average weighted quartile sum index' that is associated with TTP.
A study-specific absorption rate and lag time improved the description of substudy 2. When the BOV was estimated for F, the lower 2.5th percentile of the bootstrap distribution of BOV in the four disposition parameters (CL/F, V1/F, Q/F and V2/F) approached zero.
Repeat this procedure many times to create the bootstrap distribution of correlation under the null hypothesis.
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