Nothing
amalgm1 <- function (x, w = rep (1, length (x))) {
n <- length (x)
a <- rep (0, n)
b <- rep (0, n)
y <- rep (0, n)
lf <- .Fortran("AMALGM", n = as.integer (n), x = as.double (x), w = as.double (w), a = as.double (a),
b = as.double (b), y = as.double (y), tol = as.double(1e-15), ifault = as.integer(0))
return (lf$y)
}
isotone <- function (x, y, w = rep (1, length (x)), ties = ties) {
there <- which (!is.na (x))
notthere <- which (is.na (x))
xthere <- x[there]
f <- sort(unique(xthere))
g <- lapply(f, function (z)
which(x == z))
n <- length (x)
k <- length (f)
if (ties == "s") {
w <- sapply (g, length)
h <- lapply (g, function (z) y[z])
m <- sapply (h, sum) / w
r <- amalgm1 (m, w)
s <- rep (0, n)
for (i in 1:k)
s[g[[i]]] <- r[i]
s[notthere] <- y[notthere]
}
if (ties == "p") {
h <- lapply (g, function (z) y[z])
m <- rep (0, n)
s <- rep (0, n)
for (i in 1:k) {
ii <- order (h[[i]])
g[[i]] <- g[[i]][ii]
h[[i]] <- h[[i]][ii]
}
m <- unlist (h)
r <- amalgm1 (m, w)
s[there] <- r[order (unlist (g))]
s[notthere] <- y[notthere]
}
if (ties == "t") {
w <- sapply (g, length)
h <- lapply (g, function (x)
y[x])
m <- sapply (h, sum) / w
r <- amalgm1 (m, w)
s <- rep (0, n)
for (i in 1:k)
s[g[[i]]] <- y[g[[i]]] + (r[i] - m[i])
s[notthere] <- y[notthere]
}
return (s)
}
coneRegression <- function (data, target, basis = matrix (data, length(data), 1), type = "i",
ties = ties, missing = missing, itmax = 1000, eps = 1e-6) {
itel <- 1
there <- which (!is.na (data))
notthere <- which (is.na (data))
nmis <- length (notthere)
solution <- rep(0, length (data))
wdata <- data[there]
wtarget <- target[there]
wbasis <- basis [there, ]
if (type == "s") {
solution <- drop(basis %*% lsRC(basis, target)$solution)
}
if ((type == "c") && (missing != "a")) {
solution[there] <- isotone (x = wdata, y = wtarget, ties = ties)
if (nmis > 0) {
if (missing == "m")
solution[notthere] <- target[notthere]
if (missing == "s")
solution[notthere] <- mean (target[notthere])
}
}
if ((type == "i") || ((type == "c") && (missing == "a"))) {
solution <- dykstra (target = target, basis = basis, data = data, ties = ties, itmax = itmax, eps = eps)
}
return (solution)
}
dykstra <- function (target, basis, data, ties, itmax, eps) {
x0 <- target
itel <- 1
a <- b <- rep (0, length (target))
fold <- Inf
repeat {
x1 <- drop (basis %*% lsRC (basis, x0 - a)$solution)
a <- a + x1 - x0
x2 <- isotone (data, x1 - b, ties = ties)
b <- b + x2 - x1
fnew <- sum ((target - (x1 + x2) / 2) ^ 2)
xdif <- max (abs (x1 - x2))
if ((itel == itmax) || (xdif < eps))
break
itel <- itel + 1
x0 <- x2
fold <- fnew
}
return ((x1 + x2) / 2)
}
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