For comparing two independent proportions, performs Barnard's test (1945)
using Fisher's p-value referred to as Boschloo's test (1970) <doi:10.1111/j.1467-9574.1970.tb00104.x>,
or using a Z-statistic (Suissa and Shuster, 1985, <doi:10.2307/2981892>).
For comparing two binary proportions, performs unconditional exact test using McNemar's
using McNemar's Z-statistic with continuity correction, or using CSM test.
Calculates confidence intervals for the difference in proportion.
This package interacts with pre-computed data available through the ExactData R package,
which is available in a 'drat' repository.
Install the ExactData R package from GitHub at <https://pcalhoun1.github.io/drat/>.
The ExactData R package is approximately 25 MB.
Imports: graphics, stats, utils, rootSolve

using McNemar's conditional p-value, using McNemar's Z-statistic with continuity correction,
or using CSM test.  Calculates confidence intervals for the difference in proportion.

The ExactData R package is approximately 85 MB.

Title: Inductive Confidence Intervals for the difference between two
Author: Guogen Shan <guogen.shan@unlv.edu>, Weizhen Wang
Description: This is a package for exact Confidence Intervals for the
difference between two independent or dependent proportions.
Packaged: 2012-12-24 20:24:33 UTC; Guogen Shan

Packaged: 2013-01-28 21:40:04 UTC; Guogen Shan

Packaged: 2013-07-03 19:22:51 UTC; Guogen Shan

Title: Inductive Confidence Intervals for the Difference Between Two
Author: Guogen Shan <gshan@ufl.edu>, Weizhen Wang <weizhen.wang@wright.edu>
Description: This is a package for exact Confidence Intervals for the difference between two independent or dependent proportions.

Title: Exact Mediation Analysis for Binary Outcomes
person("Miguel", "Caubet", email = "caubet_fernandez.miguel@uqam.ca", role = c("aut", "cre")),
person("Mariia", "Samoilenko", role = "aut"),
person("Geneviève", "Lefebvre", role = "aut"))
Description: A tool for conducting exact parametric regression-based causal mediation analysis of binary outcomes
as described in Samoilenko, Blais and Lefebvre (2018) <doi:10.1353/obs.2018.0013>
and Samoilenko, Lefebvre (2021) <doi:10.1093/aje/kwab055>.