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senWilcoxExact<-function (d, gamma = 1)
{
# From Appendix Section 3.9 of Design of Observational Studies 2010.
# Check input.
stopifnot(is.vector(d)&(length(d)>1))
stopifnot(is.vector(gamma)&(length(gamma)==1)&(gamma>=1))
ad<-abs(d)
if (length(ad)>length(unique(ad))){
warning("For exact calculations, ties in |d| are not permitted. Use senWilcox instead.")
stop()
}
if (sum(d==0)>0){
d<-d[d!=0]
warning("In computing the exact distribution, zero differences in d were removed, reducing
the sample size.")
}
gconv <- function (g1, g2)
{
stats::convolve(g1, rev(g2), type = "o")
}
wilcsenexact <- function (n, gamma = 1)
{
p <- gamma/(1 + gamma)
g <- c(1 - p, p)
for (i in 2:n) {
gi <- rep(0, i + 1)
gi[1] <- 1 - p
gi[i + 1] <- p
g <- gconv(g, gi)
}
g
}
wilcsenexacttail <- function (k, n, gamma = 1)
{
1 - sum(wilcsenexact(n, gamma = gamma)[1:k])
}
a <- abs(d)
rk <- rank(a)
sgn <- (d > 0) * 1
wt <- sum(sgn * rk)
wilcsenexacttail(floor(wt), length(d), gamma = gamma)
}
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