Various Confidence Interval Methods for Proportions

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Documentation for package ‘PropCIs’ version 0.3-0

• DESCRIPTION file.
• Package NEWS.

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PropCIs-package	Confidence intervals for single, paired and independent proportions
acceptbin	internal function
add4ci	Agresti-Coull add-4 CI for a binomial proportion
addz2ci	Agresti-Coull CI for a binomial proportion based on adding z^2/2 successes and z^2/2 failures before computing the Wald CI
blakerci	Blaker's exact CI for a binomial proportion
diffci.bayes	Bayesian confidence interval for different of independent proportions
diffci.bayes.hpd	Bayesian HPD confidence interval for different of independent proportions
diffpropci.mp	Adjusted Wald interval for a difference of proportions with matched pairs
diffpropci.Wald.mp	Wald interval for a difference of proportions with matched pairs
diffscoreci	Score interval for difference of proportions
exactci	Clopper-Pearson exact CI
limit	internal function
midPci	mid-P confidence interval adaptation of the Clopper-Pearson interval
oddsratioci.mp	Adapted binomial score confidence interval for the subject-specific odds ratio with matched pairs
orci.bayes	Bayesian tail confidence interval for an odds ratio
orscoreci	score confidence interval for an odds ratio in a 2x2 table [p1(1-p1)/(p2(1-p2))]
riskscoreci	score confidence interval for the relative risk in a 2x2 table
rrci.bayes	Bayesian tail confidence interval for the relative risk
scoreci	Wilson's confidence interval for a single proportion
scoreci.mp	Tango's score confidence interval for a difference of proportions with matched pairs
wald2ci	Wald interval with the possibility to adjust according to Agresti, Caffo (2000) for difference in proportions and independent samples.
z2stat	internal function