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# Time-stamp: <2010-09-06 19:09:25 chl> | |
# | |
# Show multiple boxplot on the same page. | |
# Part of the code (esp. that concerned with making a bxp | |
# from scratch comes from P. Murrell. | |
# | |
#x <- replicate(50, sample(1:5, 500, rep=TRUE)) | |
x <- replicate(190, rnorm(500)) | |
grid.bxp <- function(x, axes=F, lines=3) { | |
grid.newpage() | |
xmax <- ceiling(ncol(x)/lines) | |
coor.x <- rep(seq(1,xmax), lines) | |
coor.y <- rep(seq(1,lines), each=xmax) | |
lay.vp <- grid.layout(lines, xmax) | |
pushViewport(viewport(width=.98, height=.98, layout=lay.vp)) | |
grid.rect(gp=gpar(col="grey")) | |
for (i in 1:ncol(x)) { | |
bxp <- boxplot(x[,i], plot=FALSE) | |
pushViewport(viewport(layout.pos.col=coor.x[i], | |
layout.pos.row=coor.y[i])) | |
pushViewport(viewport(x=1, width=unit(.25, "inches"), | |
height=unit(.25, "inches"), | |
just=c("centre", "center"))) | |
left <- -.3 | |
width <- .4 | |
middle <- left + width/2 | |
grid.rect(x=left, y=unit(bxp$conf[1,1], "native"), | |
width=width, height=unit(diff(bxp$conf[,1]), "native"), | |
just=c("left", "bottom"), | |
gp=gpar(col=NULL, fill="orange")) | |
grid.rect(x=left, y=unit(bxp$stats[4,1], "native"), | |
width=width, height=unit(diff(bxp$stats[4:3,1]), "native"), | |
just=c("left", "bottom")) | |
grid.rect(x=left, y=unit(bxp$stats[3,1], "native"), | |
width=width, height=unit(diff(bxp$stats[3:2,1]), "native"), | |
just=c("left", "bottom")) | |
grid.lines(x=c(middle, middle), y=unit(bxp$stats[1:2,1], "native")) | |
grid.lines(x=c(middle, middle), y=unit(bxp$stats[4:5,1], "native")) | |
grid.lines(x=c(middle-.1, middle+.1), y=unit(bxp$stats[1,1], "native")) | |
grid.lines(x=c(middle-.1, middle+.1), y=unit(bxp$stats[5,1], "native")) | |
np <- length(bxp$out) | |
if (np > 0) | |
grid.points(x=rep(middle, np), | |
y=unit(bxp$out, "native"), | |
size=unit(.25, "char")) | |
grid.text(i, x=0.5, y=2, just="right", gp=gpar(fontsize=6)) | |
if (axes) { | |
if (i==1) | |
grid.yaxis(main=TRUE) | |
} | |
popViewport(2) | |
} | |
} | |
grid.bxp(x, lines=4) | |
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This is a very toy example, following a question asked on stats.stackexchange.com about displaying 190 Likert items. See the related post, Data visualisation- summarise 190 means and response rates