I have a proteomic dataset with proteins all of which are in set A and some of which fall in sets B, C, and D. Using the r package eulerr, I was able to construct a Venn diagram of to visualize the intersection of these sets. See here.
However, it occurred to me that the "filters" used to generate sets B, C, and D may be preferentially filtering out low intensity proteins. To visualize this, I thought to construct a dot density Venn diagram, in which each dot represents a protein colored by its intensity. Is such a plot possible in R? I found a blog post detailing a similar technique in Python, but I'm afraid I'm unfamiliar with the language
complex-upset offers utilities to create dot density diagrams in R (following the ggplot2 approach, see documentation).
Let's load and filter some data for an example:
library(ggplot2)
library(ComplexUpset)
movies = as.data.frame(ggplot2movies::movies)
genres = c('Comedy', 'Drama', 'Action')
movies[genres] = movies[genres] == 1
movies[movies$mpaa == '', 'mpaa'] = NA
movies = na.omit(movies)
First, you need to arrange the data
movies_subset = head(movies, 300)
movies_subset$good_rating = movies_subset$rating > mean(movies_subset$rating)
arranged = arrange_venn(movies_subset, sets=genres)
Then, you can plot it with standard ggplot2 functions and new geoms provided by complex-upset: geom_venn_region
, geom_venn_circle
, geom_venn_label_set
:
(
ggplot(arranged)
+ theme_void()
+ coord_fixed()
+ geom_venn_region(movies_subset, sets=genres_subset, alpha=0.2)
+ geom_point(aes(x=x, y=y, color=region), size=1.5)
+ geom_venn_circle(movies_subset, sets=genres_subset, size=2)
+ geom_venn_label_set(movies_subset, sets=genres_subset, aes(label=region), outwards_adjust=2.6)
+ scale_color_venn_mix(movies, sets=genres_subset, guide='none')
+ scale_fill_venn_mix(
movies, sets=genres_subset,
guide='none',
highlight=c('Comedy-Action', 'Drama'),
inactive_color='white'
)
)
It can also annotate individual points (and more!)
But this implementation has a few limitations:
Disclaimer: I am the author of ComplexUpset.