Nothing
mcse <-
function(R, delta, conf.level = 0.95, sig.level = 0.05,
alternative = c("two.sided", "one.sided")){
# Monte Carlo Standard Errors for Nonparametric Tests
# Nathaniel E. Helwig (helwig@umn.edu)
# last updated: November 3, 2018
# check R
if(!missing(R)){
R <- as.integer(R)
if(R < 1L) stop("Input 'R' must be a positive integer.")
}
# check delta
if(!missing(delta)){
delta <- as.numeric(delta)
if(delta <= 0 | delta >= 1) stop("Input 'delta' must be a positive scalar between 0 and 1.")
}
# missing both?
if(missing(R) & missing(delta)) stop("Either 'R' or 'delta' must be provided.")
# check conf.level
conf.level <- as.numeric(conf.level[1])
if(conf.level <= 0 | conf.level >= 1) stop("Input 'conf.level' must be a positive scalar between 0 and 1.")
crit.val <- qnorm(1 - (1 - conf.level)/2)
# check sig.level
sig.level <- as.numeric(sig.level)
if(sig.level <= 0 | sig.level >= 1) stop("Input 'sig.level' must be a positive scalar between 0 and 1.")
# check alternative
alternative <- as.character(alternative[1])
alt.opts <- c("two.sided", "one.sided")
alternative <- pmatch(alternative, alt.opts)
if(is.na(alternative)) stop("The 'alternative' must be either 'two.sided' or 'one.sided'")
alternative <- alt.opts[alternative]
if(alternative == "two.sided") sig.level <- sig.level / 2
# calculate mcse
if(missing(R)){
mcse <- (1 / crit.val) * sig.level * delta
R <- ceiling(sig.level * (1 - sig.level) / (mcse^2))
} else {
mcse <- sqrt(sig.level * (1 - sig.level) / R)
delta <- sqrt((1 - sig.level) / sig.level) * crit.val / sqrt(R)
}
# return results
if(alternative == "two.sided") sig.level <- sig.level * 2
res <- list(mcse = mcse, R = R, delta = delta,
conf.level = conf.level,
sig.level = sig.level,
alternative = alternative)
class(res) <- "mcse"
return(res)
} # mcse.R
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