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weightedLowess <- function(x, y, weights=NULL, delta=NULL, npts=200, span=0.3, iterations=4L, output.style="loess")
# This function clusters points by average linkage and fits a lowess curve of degree 1 to the cluster
# midpoints. Fitted values are computed by linear interpolation of the fitted coefficients (i.e.
# quadratic interpolation between points. Several iterations of robustification are performed
# using the fitted residuals.
#
# Created by Aaron Lun 13 Jan 2014.
# Last modified 8 Jun 2020.
{
# Check arguments
x <- as.double(x)
y <- as.double(y)
if(!identical(length(y),length(x))) stop("x and y should have same length")
if(is.null(weights)) {
weights <- rep_len(1,length(y))
} else {
weights <- as.double(weights)
if(!identical(length(y),length(weights))) stop("weights should have same length as x and y")
}
iterations <- as.integer(iterations)
# Choosing an appropriate 'delta' for approximation. We assume that the covariates
# have some cluster structure, where clusters are defined by partitioning on the
# 'numclusters' largest distances between points. We want 'npts' evenly spaced points
# across the cluster range (i.e. the total range minus the partitioned distances).
# Each cluster must also have at least one point; so, we compute the spacing (and
# thus delta) as the ratio of the cluster range to the remaining number of points
# (after each additional cluster beyond the required first one has eaten 1 point).
o <- order(x)
x <- x[o]
if (is.null(delta)) {
npts <- as.integer(npts+0.5)
if (npts < 1L) { stop("number of points should be a positive integer") }
if (npts >= length(x)) {
delta <- 0
} else {
dx <- sort(diff(x))
cumrange <- cumsum(dx)
numclusters <- seq.int(0L,npts-1L)
delta <- min(cumrange[length(dx)-numclusters]/(npts-numclusters))
}
}
delta <- as.double(delta)
# Running the smoothing procedure with specified values.
out <- .Call("weighted_lowess", x, y[o], weights[o], span, iterations, delta, PACKAGE="limma")
# Output
output.style <- match.arg(output.style,c("loess","lowess"))
if(output.style=="lowess") {
# Output with ordered x, as for lowess()
names(out) <- c("y", "x")
out$x <- x
out$delta <- delta
} else {
# Output in the original order, as for loess() or loessFit()
names(out) <- c("fitted", "weights")
out$fitted[o] <- out$fitted
out$residuals <- y-out$fitted
out$weights[o] <- out$weights
out$delta <- delta
}
out
}
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