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# c(m) calculation function for the bias correction of SMDs and related measures
cmicalc <- function(mi, method="exact") {
# the exact formula can overflow if mi is 'large' (if mi >= 344)
# cmi <- gamma(mi/2)/(sqrt(mi/2)*gamma((mi-1)/2))
# could catch those cases and apply the approximate formula (which is accurate then)
# is.na <- is.na(cmi)
# cmi[is.na] <- 1 - 3/(4*mi[is.na] - 1)
# instead, use log() of the exact formula (i.e., using lgamma()) and then exponentiate, which avoids this issue
if (is.logical(method)) {
method <- ifelse(isTRUE(method), "exact", "none")
} else {
opts <- c("exact", "approx")
method <- opts[pmatch(method, opts)]
if (is.na(method)) {
mstyle <- .get.mstyle()
stop(mstyle$stop("Correction method must be either 'exact' or 'approx'."), call.=FALSE)
}
}
if (method == "exact")
cmi <- ifelse(mi <= 1, NA_real_, exp(lgamma(mi/2) - log(sqrt(mi/2)) - lgamma((mi-1)/2)))
if (method == "approx")
cmi <- ifelse(mi <= 1, NA_real_, 1 - 3 / (4*mi - 1))
if (method == "none")
cmi <- rep(1, length(mi))
return(cmi)
}
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