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#' Wald Confidence Intervals
#'
#' Generates Wald Confidence Intervals
#'
#' @author Ivan Jacob Agaloos Pesigan
#'
#' @return Returns a numeric matrix with the following variables:
#' \describe{
#' \item{est}{Estimates}
#' \item{se}{Standard errors}
#' \item{t or z}{Test statistics}
#' \item{p}{p value}
#' \item{ci}{Confidence intervals}
#' }
#' Note that if `test = TRUE`, the `ci` columns are omitted.
#'
#' @param est Numeric vector.
#' Estimates.
#' @param se Numeric vector.
#' Standard errors of estimates.
#' @param theta Numeric vector.
#' Parameter values when the null hypothesis is true.
#' @param alpha Numeric vector.
#' Significance level/s.
#' @param z Logical.
#' If `z = TRUE`,
#' use the standard normal distribution.
#' If `z = FALSE`,
#' use the t distribution.
#' @param df Numeric.
#' Degrees of freedom if `z = FALSE`.
#' @param test Logical.
#' If `TRUE`,
#' return only the results of hypothesis tests.
#' If `FALSE`,
#' return both results of hypothesis tests and confidence intervals.
#'
#' @family Wald Confidence Intervals Functions
#' @keywords wald ci internal
#' @noRd
.CIWald <- function(est,
se,
theta = 0,
alpha = c(0.05, 0.01, 0.001),
z = FALSE,
df,
test = FALSE) {
probs <- .ProbsofAlpha(alpha = alpha)
stat <- (est - theta) / se
if (z) {
foo <- function(probs,
est,
se) {
est + stats::qnorm(probs) * se
}
p <- 2 * stats::pnorm(-abs(stat))
out <- cbind(
est,
se,
stat,
p
)
varnames <- c(
"est",
"se",
"z",
"p"
)
} else {
# nocov start
foo <- function(probs,
est,
se) {
est + stats::qt(probs, df = df) * se
}
p <- 2 * stats::pt(-abs(stat), df = df)
out <- cbind(
est,
se,
stat,
df,
p
)
varnames <- c(
"est",
"se",
"t",
"df",
"p"
)
# nocov end
}
if (!test) {
ci <- lapply(
X = probs,
FUN = foo,
est = est,
se = se
)
ci <- do.call(
what = "cbind",
args = ci
)
varnames <- c(
varnames,
paste0(probs * 100, "%")
)
out <- cbind(
out,
ci
)
}
colnames(out) <- varnames
return(
out
)
}
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