Nothing
fuzzy.ranksum.ci <- function(x, y,
alternative = c("two.sided", "less", "greater"),
tol = sqrt(.Machine$double.eps), conf.level = 0.95)
{
alternative <- match.arg(alternative)
if (! is.numeric(x))
stop("'x' must be numeric")
if (! all(is.finite(x)))
stop("'x' must be all finite")
if (! is.numeric(y))
stop("'y' must be numeric")
if (! all(is.finite(y)))
stop("'y' must be all finite")
if (! is.numeric(tol))
stop("'tol' must be numeric")
if (length(tol) != 1)
stop("'tol' must be a single number")
if (! is.finite(tol))
stop("'tol' must be finite")
if (tol < 0.0)
stop("'tol' must be nonnegative")
if (! is.numeric(conf.level))
stop("'conf.level' must be numeric")
if (length(conf.level) != 1)
stop("'conf.level' must be a single number")
if (! (is.finite(conf.level) & 0 <= conf.level & conf.level <= 1))
stop("'conf.level' must satisfy 0 <= conf.level <= 1")
alpha <- 1 - conf.level
dname <- paste(deparse(substitute(x)), "and", deparse(substitute(y)))
nx <- length(x)
ny <- length(y)
N <- nx * ny
z <- sort(as.numeric(outer(x, y, "-")))
if (conf.level == 0 || conf.level == 1) {
whyknots <- c(-Inf, Inf)
kvalues <- rep(NA, 2)
ivalues <- conf.level
} else {
if (alternative == "two.sided") {
m <- qwilcox(alpha / 2, nx, ny)
while (alpha <= 2 * pwilcox(m - 1, nx, ny))
m <- m - 1
while (alpha > 2 * pwilcox(m, nx, ny))
m <- m + 1
if (m > N / 2)
m <- floor(N / 2)
if (m > 0)
whyknots <- c(z[m], z[m + 1], z[N - m], z[N - m + 1])
else
whyknots <- c(-Inf, z[m + 1], z[N - m], Inf)
gdenom <- dwilcox(m, nx, ny)
if (m < N - m)
gdenom <- 2 * gdenom
if (m + 1 < N - m) {
gnumer <- 2 * pwilcox(m, nx, ny) - alpha
} else {
gnumer <- conf.level
}
g <- gnumer / gdenom
ivalues <- c(g, 1, g)
i <- 1
while (i <= length(ivalues)) {
if (whyknots[i] + tol >= whyknots[i + 1]) {
whyknots <- whyknots[- (i + 1)]
ivalues <- ivalues[- i]
} else {
i <- i + 1
}
}
kvalues <- rep(NA, length(whyknots))
for (i in 1:length(whyknots)) {
if (! is.finite(whyknots[i])) {
kvalues[i] <- NA
} else {
kvalues[i] <- 1 - fuzzy.ranksum.test(x, y,
alternative = alternative,
mu = whyknots[i], tol = 0, alpha = alpha)$reject
}
}
} else {
##### alternative != "two.sided" #####
m <- qwilcox(alpha, nx, ny)
while (alpha <= pwilcox(m - 1, nx, ny))
m <- m - 1
while (alpha > pwilcox(m, nx, ny))
m <- m + 1
if (m > N)
m <- N
gdenom <- dwilcox(m, nx, ny)
gnumer <- pwilcox(m, nx, ny) - alpha
g <- gnumer / gdenom
if (alternative == "less") {
if (m > 0)
whyknots <- c(-Inf, z[N - m], z[N - m + 1])
else
whyknots <- c(-Inf, z[N - m], Inf)
ivalues <- c(1, g)
} else {
if (m > 0)
whyknots <- c(z[m], z[m + 1], Inf)
else
whyknots <- c(-Inf, z[m + 1], Inf)
ivalues <- c(g, 1)
}
i <- 1
while (i <= length(ivalues)) {
if (whyknots[i] + tol >= whyknots[i + 1]) {
whyknots <- whyknots[- (i + 1)]
ivalues <- ivalues[- i]
} else {
i <- i + 1
}
}
kvalues <- rep(NA, length(whyknots))
for (i in 1:length(whyknots)) {
if (! is.finite(whyknots[i])) {
kvalues[i] <- NA
} else {
kvalues[i] <- 1 - fuzzy.ranksum.test(x, y,
alternative = alternative,
mu = whyknots[i], tol = 0, alpha = alpha)$reject
}
}
}
}
method <- "Mann-Whitney-Wilcoxon rank sum test"
foo <- list(knots = whyknots, knot.values = kvalues,
interval.values = ivalues, alternative = alternative,
method = method, data.name = dname, conf.level = conf.level,
tol = tol)
return(structure(foo, class = "fuzzyrankci"))
}
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