ExactCIdiff2: Inductive confidence intervals for the difference between two...

In ExactCIdiff: Inductive Confidence Intervals for the Difference Between Two Proportions

Inductive confidence intervals for the difference between two proportions

Description

The function BinomialCIone and PairedCIone are the called functions for the main function BinomCI and PairedCI, respectively.

Arguments

n12	the number of subjects in the paired study who have success from the treatment and failure from the control
t	the number of subjects in the paired study who have the same results from the treatment and control, t=n11+n22
n21	the number of subjects in the paired study who have success from the contol and failure from the treatment
conf.level	Confience level, 95% is the default value.
CItype	c("Lower","Upper","Two.sided"), lower one-sided confidence interval [L,1], upper one-sided confidence interval [-1,U], two-sided confidence interval [L,U], "Two.sided" is the default value
precision	Precision of the confidence interval, default is 0.00001 rounded to 5 decimals
grid.one	two-step grid search algorithm is used. grid.one is the number of points for searching the global maximum of the tail probability in the first step. 30 is the default value
grid.two	grid.two is the number of points for searching the global maximum of the tail probability in the second step. 20 is the default value

Value

PairedCI gives the estimate of (p1-p2), which is (n12/-n21)/(n12+t+n21), and the exact confidence interval.

ExactCIdiff documentation built on July 9, 2022, 1:06 a.m.