#########################################################################/**
# @RdocGeneric plotDensity
# @alias plotDensity.list
# @alias plotDensity.data.frame
# @alias plotDensity.matrix
# @alias plotDensity.numeric
# @alias plotDensity.density
#
# @title "Plots density distributions for a set of vectors"
#
# \description{
# @get "title".
# }
#
# \usage{
# @usage plotDensity,data.frame
# @usage plotDensity,matrix
# @usage plotDensity,numeric
# @usage plotDensity,list
# }
#
# \arguments{
# \item{X}{A single of @list of @numeric @vectors or @see "stats::density"
# objects, a @numeric @matrix, or a @numeric @data.frame.}
# \item{W}{(optional) weights of similar data types and dimensions as
# \code{X}.}
# \item{xlim,ylim}{@character @vector of length 2. The x and y limits.}
# \item{xlab,ylab}{@character string for labels on x and y axis.}
# \item{col}{The color(s) of the curves.}
# \item{lty}{The types of curves.}
# \item{lwd}{The width of curves.}
# \item{...}{Additional arguments passed to @see "stats::density",
# @see "graphics::plot", and @see "graphics::lines".}
# \item{add}{If @TRUE, the curves are plotted in the current plot,
# otherwise a new is created.}
# }
#
# \seealso{
# Internally, @see "stats::density" is used to estimate the
# empirical density.
# }
#
# @author "HB"
#*/#########################################################################
setMethodS3("plotDensity", "list", function(X, W=NULL, xlim=NULL, ylim=NULL, xlab=NULL, ylab="density (integrates to one)", col=1:length(X), lty=NULL, lwd=NULL, ..., add=FALSE) {
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
# Validate arguments
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
# Argument 'X':
nbrOfSamples <- length(X);
# Argument 'W':
if (is.numeric(W)) {
nX <- sapply(X, FUN=length);
if (any(nX != nX[1L])) {
throw("If argument 'W' is a numeric vector or matrix, then all vectors of 'X' must of identical lengths, which is not the case.");
}
nX <- nX[1L];
if (is.vector(W)) {
nW <- length(W);
if (nW != nX) {
throw("Length of argument 'W' and the length of the elements of 'X' does not match: ", nW, " != ", nX);
}
# Coerce into a list of weights of the same number of elements as 'X'
W <- rep(list(W), times=nbrOfSamples);
} else if (is.matrix(W)) {
nW <- nrow(W);
if (nW != nX) {
throw("Number of rows of argument 'W' and the length of the elements of 'X' does not match: ", nW, " != ", nX);
}
# Coerce into a list of weights of the same number of elements as 'X'
Wx <- vector("list", length=ncol(W));
for (kk in 1:ncol(W)) Wx[[kk]] <- W[,kk,drop=TRUE];
W <- Wx;
Wx <- NULL; # Not needed anymore
}
} # if (is.numeric(W))
if (is.list(W)) {
if (length(W) != nbrOfSamples) {
throw("The lists of argument 'W' and 'X' do not have the same number of elements: ", length(W), " != ", nbrOfSamples);
}
for (kk in 1:nbrOfSamples) {
w <- W[[kk]];
nW <- length(w);
nX <- length(X[[kk]]);
if (nW != nX) {
throw(sprintf("Element #%d of arguments 'W' and 'X' are of different lengths: %d != %d", kk, nW, nX));
}
if (any(w < 0)) throw("Argument 'W' contains negative weights.");
w <- nW <- nX <- NULL; # Not needed anymore
}
} else if (!is.null(W)) {
throw("Argument 'W' must be a list, a numeric vector, or a numeric matrix: ", class(W)[1L]);
}
# Argument 'xlab':
if (is.null(xlab))
xlab <- substitute(X);
# Argument 'col':
if (is.null(col)) {
col <- seq(length=nbrOfSamples);
} else {
col <- rep(col, length.out=nbrOfSamples);
}
# Argument 'lty':
if (!is.null(lty))
lty <- rep(lty, length.out=nbrOfSamples);
# Argument 'lwd':
if (!is.null(lwd))
lwd <- rep(lwd, length.out=nbrOfSamples);
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
# Generate all densities first and figure out the plot limits.
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
ds <- list();
xlimDef <- c(NA_real_,NA_real_);
ylimDef <- c(0,NA_real_);
for(kk in 1:nbrOfSamples) {
x <- X[[kk]];
if (inherits(x, "density")) {
d <- x;
} else {
w <- W[[kk]];
if (is.null(w)) {
keep <- is.finite(x);
x <- x[keep];
keep <- NULL; # Not needed anymore
suppressWarnings({
d <- density(x, ...);
});
x <- NULL; # Not needed anymore
} else {
keep <- is.finite(x) & is.finite(w);
x <- x[keep];
w <- w[keep];
keep <- NULL; # Not needed anymore
# Standardize to sum(w) == 1
w <- w / sum(w);
suppressWarnings({
d <- density(x, weights=w, ...);
});
x <- w <- NULL; # Not needed anymore
}
}
ds[[kk]] <- d;
xlimDef <- range(c(xlimDef, d$x), na.rm=TRUE);
ylimDef <- range(c(ylimDef, d$y), na.rm=TRUE);
} # for (kk ...)
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
# Plot the densities
# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
if (is.null(xlim)) {
xlim <- xlimDef;
} else {
for (kk in 1:2) if (is.na(xlim[kk])) xlim[kk] <- xlimDef[kk]
}
if (is.null(ylim)) {
ylim <- ylimDef;
} else {
for (kk in 1:2) if (is.na(ylim[kk])) ylim[kk] <- ylimDef[kk]
}
if (add == FALSE) {
suppressWarnings({
plot(NA, xlim=xlim, ylim=ylim, xlab=xlab, ylab=ylab, ...);
})
}
for(kk in 1:nbrOfSamples) {
suppressWarnings({
lines(ds[[kk]], col=col[kk], lty=lty[kk], lwd=lwd[kk], ...);
})
}
invisible(ds);
}) # plotDensity()
setMethodS3("plotDensity", "data.frame", function(X, ..., xlab=NULL) {
# Argument 'xlab':
if (is.null(xlab))
xlab <- substitute(X);
plotDensity(as.list(X), ..., xlab=xlab);
})
setMethodS3("plotDensity", "matrix", function(X, ..., xlab=NULL) {
# Argument 'xlab':
if (is.null(xlab))
xlab <- substitute(X);
plotDensity(as.data.frame(X), ..., xlab=xlab);
})
setMethodS3("plotDensity", "numeric", function(X, ..., xlab=NULL) {
# Argument 'xlab':
if (is.null(xlab))
xlab <- substitute(X);
plotDensity(list(X), ..., xlab=xlab);
})
setMethodS3("plotDensity", "density", function(X, ..., xlab=NULL) {
# Argument 'xlab':
if (is.null(xlab))
xlab <- substitute(X);
plotDensity(list(X), ..., xlab=xlab);
})
##############################################################################
# HISTORY:
# 2014-03-25
# o Now plotDensity() supports weights via argument 'W'.
# o Now plotDensity() also supports density() objects.
# 2006-05-12
# o Created.
##############################################################################
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