Nothing
.areasum <-
function(g, n, nsize, vec){
tmp <- .Fortran("dareachar", g=as.integer(g), n=as.integer(n), nsize=as.integer(nsize), typ=as.integer(0), vec=as.matrix(vec), res=as.matrix(rep(1.1, g)))
tmp$res
}
.asymhubers <-
function(y, q, k = 1.5, tol = 1e-06){
y <- y[!is.na(y)]
n <- length(y)
s0 <- mad(y)
if (s0 == 0){
return(s = 0)
}
th <- 2 * pnorm(k) - 1
beta <- th + k^2 * (1 - th) - 2 * k * dnorm(k)
for (i in 1:30) {
yy <- pmin(pmax(- k * s0, y), k * s0)
# make the Huber asymmetric
at <- yy < 0
yy[at] <- yy[at] * (1 - q)
at <- yy >= 0
yy[at] <- yy[at] * q
yy <- yy * 2
ss <- sum((yy)^2) / n
s1 <- sqrt(ss/beta)
if (abs(s0 - s1) < tol * s0){
break
}
s0 <- s1
}
return(s0)
}
.center <-
function(g, n, nsize, vec){
tmp <- .Fortran("dcenter", g=as.integer(g), n=as.integer(n), nsize=as.integer(nsize), vec=as.matrix(vec))
tmp$vec
}
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