
Bootstrap MF CI
MFBoot.RdEstimates bootstrap confidence intervals for the mitigated fraction.
Arguments
- formula
Formula of the form
y ~ x, where y is a continuous response and x is a factor with two levels.- data
Data frame
- compare
Text vector stating the factor levels -
compare[1]is the control or reference group to whichcompare[2]is compared- b
Number of bootstrap samples to take with each cycle
- B
Number of cycles, giving the total number of samples = B * b
- alpha
Complement of the confidence level
- hpd
Estimate highest density intervals?
- bca
Estimate BCa intervals?
- return.boot
Save the bootstrap sample of the MF statistic?
- trace.it
Verbose tracking of the cycles?
- seed
to initialize random number generator for reproducibility. Passed to
set.seed.
Value
a mfboot data object
Details
Resamples the data and produces bootstrap confidence intervals. Equal tailed intervals are estimated by the percentile method. Highest density intervals are estimated by selecting the shortest of all possible intervals. For BCa intervals, see Efron and Tibshirani section 14.3.
References
Siev D. (2005). An estimator of intervention effect on disease severity. Journal of Modern Applied Statistical Methods. 4:500–508
Efron B, Tibshirani RJ. An Introduction to the Bootstrap. Chapman and Hall, New York, 1993.
Examples
MFBoot(lesion ~ group, calflung, seed = 12345)
#> 10000 bootstrap samples
#> 95% confidence interval
#> Seed = 12345
#>
#> Comparing vac to con
#> observed median lower upper
#> Equal Tailed 0.44 0.4464 0.1328 0.7120
#> Highest Density 0.44 0.4464 0.1456 0.7184
#>
# 10000 bootstrap samples
# 95% confidence interval
# Seed = 12345
#
# Comparing vac to con
# observed median lower upper
# Equal Tailed 0.44 0.4496 0.152 0.7088
# Highest Density 0.44 0.4496 0.152 0.7088