Produces a 1d or 2d box plot of HDR regions. The darker regions contain observations with higher probability, while the lighter regions contain points with lower probability. Observations outside the largest HDR are shown as individual points. Anomalies with leave-one-out surprisal probabilities less than 0.005 are optionally shown in black.
Usage
gg_hdrboxplot(
data,
var1,
var2 = NULL,
prob = c(0.5, 0.99),
color = "#0072b2",
show_points = FALSE,
show_anomalies = TRUE,
scatterplot = show_points,
alpha = NULL,
jitter = TRUE,
ngrid = 501,
...
)
Arguments
- data
A data frame or matrix containing the data.
- var1
The name of the first variable to plot (a bare expression).
- var2
Optionally, the name of the second variable to plot (a bare expression).
- prob
A numeric vector specifying the coverage probabilities for the HDRs.
- color
The base color to use for the mode. Colors for the HDRs are generated by whitening this color.
- show_points
A logical argument indicating if a regular HDR plot is required (
FALSE
), or whether to show the individual observations in the same colors (TRUE
).- show_anomalies
A logical argument indicating if the surprisal anomalies should be shown (in black). These are points with leave-one-out surprisal probability values less than 0.005, and which lie outside the 99% HDR region.
- scatterplot
Equivalent to
show_points
. Included for compatibility withgg_bagplot()
.- alpha
Transparency of points. Ignored if
show_points
isFALSE
. Defaults to min(1, 500/n), where n is the number of observations plotted.- jitter
A logical value indicating if the points should be vertically jittered for the 1d box plots to reduce overplotting.
- ngrid
Number of grid points to use for the density function.
- ...
Other arguments passed to
dist_kde
.
Details
The original HDR boxplot proposed by Hyndman (1996), can be produced
with show_anomalies = FALSE
, jitter = FALSE
, alpha = 1
, and all other
arguments set to their defaults.
References
Hyndman, R J (1996) Computing and Graphing Highest Density Regions, The American Statistician, 50(2), 120–126. https://robjhyndman.com/publications/hdr/