I wanted to to the same thing as OP today and ended up putting pieces from clusplot
and biplot
together. This is the result which may be useful if you want to do the same thing:
clusplot2 <- function(dat, clustering, ...) {
clusplot(dat, clustering, ...)
## this is from clusplot.default
pca <- princomp(dat, scores = TRUE, cor = (ncol(dat) != 2))
## this is (adapted) from biplot.princomp
directions <- t(t(pca$loadings[, 1:2]) * pca$sdev[1:2]) * sqrt(pca$n.obs)
## all below is (adapted) from biplot.default
unsigned.range <- function(x) c(-abs(min(x, na.rm = TRUE)),
abs(max(x, na.rm = TRUE)))
x <- predict(pca)[, 1:2]
y <- directions
rangx1 <- unsigned.range(x[, 1L])
rangx2 <- unsigned.range(x[, 2L])
rangy1 <- unsigned.range(y[, 1L])
rangy2 <- unsigned.range(y[, 2L])
xlim <- ylim <- rangx1 <- rangx2 <- range(rangx1, rangx2)
ratio <- max(rangy1/rangx1, rangy2/rangx2)
par(new = T)
col <- par("col")
if (!is.numeric(col))
col <- match(col, palette(), nomatch = 1L)
col <- c(col, col + 1L)
cex <- rep(par("cex"), 2)
plot(y, axes = FALSE, type = "n", xlim = xlim * ratio, ylim = ylim *
ratio, xlab = "", ylab = "", col = col[1L])
axis(3, col = col[2L])
axis(4, col = col[2L])
box(col = col[1L])
text(y, labels = names(dat), cex = cex[2L], col = col[2L])
arrows(0, 0, y[, 1L] * 0.8, y[, 2L] * 0.8, col = col[2L],
length = 0.1)
}
############################################################
library(cluster)
dat <- iris[, 1:4]
clus <- pam(dat, k = 3)
clusplot2(dat, clus$clustering, main = "Test")
Of course there is much room for improvement (as this is just copied together) but I think anyone can easily adapt it if needed.
If you wonder why the arrows (loadings * sdev) are scaled with 0.8 * sqrt(n): I have absolutely no idea. I would have plotted loadings * sdev which should resemble the correlation between the principal components and the variables but this is how biplot
does it.
Anyway, this should produce the same arrows as biplot.princomp
and use the same pca as clusplot
which was the primary goal for me.