Can I provide a parameter to the ggpairs
function in the GGally package to use log scales for some, not all, variables?
It's probably better use a linear scale and log transform variables as appropriate before supplying them to ggpairs
because this avoids ambiguity in how the correlation coefficients have been computed (before or after log-transform).
This can be easily achieved e.g. like this:
library(tidyverse)
log10_vars <- vars(ends_with(".Length")) # define variables to be transformed
iris %>% # use standard R example dataframe
mutate_at(log10_vars, log10) %>% # log10 transform selected columns
rename_at(log10_vars, sprintf, fmt="log10 %s") %>% # rename variables accordingly
GGally::ggpairs(aes(color=Species))
You can't provide the parameter as such (a reason is that the function creating the scatter plots is predefined without scale, see ggally_points
), but you can change the scale afterward using getPlot
and putPlot
. For instance:
custom_scale <- ggpairs(data.frame(x=exp(rnorm(1000)), y=rnorm(1000)),
upper=list(continuous='points'), lower=list(continuous='points'))
subplot <- getPlot(custom_scale, 1, 2) # retrieve the top left chart
subplotNew <- subplot + scale_y_log10() # change the scale to log
subplotNew$type <- 'logcontinuous' # otherwise ggpairs comes back to a fixed scale
subplotNew$subType <- 'logpoints'
custom_scale <- putPlot(custom_fill, subplotNew, 1, 2)
This is essentially the same answer as Jean-Robert but looks much more simple (approachable). I don't know if it is a new feature but it doesn't look like you need to use getPlot
or putPlot
anymore.
custom_scale[1,2]<-custom_scale[1,2] + scale_y_log10() + scale_x_log10()
Here is a function to apply it across a big matrix. Supply the number of rows in the plot and the name of the plot.
scalelog2<-function(x=2,g){ #for below diagonal
for (i in 2:x){
for (j in 1:(i-1)) {
g[i,(j)]<-g[i,(j)] + scale_x_continuous(trans='log2') +
scale_y_continuous(trans='log2')
} }
for (i in 1:x){ #for the bottom row
g[(x+1),i]<-g[(x+1),i] + scale_y_continuous(trans='log2')
}
for (i in 1:x){ #for the diagonal
g[i,i]<-g[i,i]+ scale_x_continuous(trans='log2') }
return(g) }
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