Nothing
ci.norm.w.cov <-
function (muhat, sdhat, var.muhat, var.sdhat, cov.muhat.sdhat,
n, df, ci.type = c("two-sided", "lower", "upper"), alpha = 0.05)
{
ci.type <- match.arg(ci.type)
ss <- sdhat^2
gam.11 <- (var.muhat * n)/ss
gam.22 <- (var.sdhat * n)/ss
gam.12 <- (cov.muhat.sdhat * n)/ss
if (ci.type == "two-sided")
u2 <- qnorm(alpha/2)^2
else u2 <- qnorm(alpha)^2
denom <- n - u2 * gam.22
if (abs(denom) < .Machine$double.eps)
stop("Zero denominator")
if (denom < .Machine$double.eps)
warning(paste("Due to the small sample size and large proportion censored,",
"this approximation for the CI yields reversed bounds."))
con <- u2/denom
A <- -gam.12 * con
B <- gam.11 * con
con <- sqrt(A^2 + B)
if (ci.type == "two-sided") {
z1 <- (-A) + con
z2 <- A + con
lcl <- muhat - z2 * sdhat
ucl <- muhat + z1 * sdhat
}
else if (ci.type == "lower") {
z2 <- A + con
lcl <- muhat - z2 * sdhat
ucl <- Inf
}
else {
z1 <- (-A) + con
lcl <- -Inf
ucl <- muhat + z1 * sdhat
}
ci.limits <- c(lcl, ucl)
names(ci.limits) <- c("LCL", "UCL")
ret.obj <- list(name = "Confidence", parameter = "mean",
limits = ci.limits, type = ci.type, method = "Normal Approximation w/ Covariance",
conf.level = 1 - alpha, sample.size = n, dof = df)
oldClass(ret.obj) <- "intervalEstimate"
ret.obj
}
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