Nothing
ci.normal.approx <-
function (theta.hat, sd.theta.hat, n, df = NULL, ci.type, alpha,
lb = -Inf, ub = Inf, test.statistic = c("t", "z"))
{
test.statistic <- match.arg(test.statistic)
if (test.statistic == "t" && is.null(df))
stop("When test.statistic='t' you must supply the 'df' argument")
if (ci.type == "two.sided" || ci.type == "two-sided") {
hw <- switch(test.statistic, t = qt(1 - (alpha/2), df) *
sd.theta.hat, z = qnorm(1 - (alpha/2)) * sd.theta.hat)
lcl <- max(lb, theta.hat - hw)
ucl <- min(ub, theta.hat + hw)
}
else {
hw <- switch(test.statistic, t = qt(1 - alpha, df) *
sd.theta.hat, z = qnorm(1 - alpha) * sd.theta.hat)
if (ci.type == "lower") {
lcl <- theta.hat - hw
ucl <- ub
}
else {
lcl <- lb
ucl <- theta.hat + hw
}
}
ci.limits <- c(lcl, ucl)
names(ci.limits) <- c("LCL", "UCL")
method <- ifelse(test.statistic == "t", paste("Normal Approximation\n",
space(33), "(t Distribution)", sep = ""), "Normal Approximation")
ret.obj <- list(name = "Confidence", parameter = "theta",
limits = ci.limits, type = ifelse(ci.type == "two.sided",
"two-sided", ci.type), method = method, conf.level = 1 -
alpha)
if (test.statistic == "t")
ret.obj <- c(ret.obj, list(sample.size = n, dof = df))
oldClass(ret.obj) <- "intervalEstimate"
ret.obj
}
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