Palettes

0th

Percentile

Color Palettes

Create a vector of n contiguous colors.

Keywords
color, dplot
Usage
hcl.colors(n, palette = "viridis", alpha = NULL, rev = FALSE, fixup = TRUE)
hcl.pals(type = NULL)rainbow(n, s = 1, v = 1, start = 0, end = max(1, n - 1)/n,
alpha = 1, rev = FALSE)
heat.colors(n, alpha = 1, rev = FALSE)
terrain.colors(n, alpha = 1, rev = FALSE)
topo.colors(n, alpha = 1, rev = FALSE)
cm.colors(n, alpha = 1, rev = FALSE)
Arguments
n

the number of colors ($\ge 1$) to be in the palette.

palette

the name of the palette to generate colors from. The name is matched to the list of available palettes (listed in the details), ignoring upper vs. lower case, spaces, dashes, etc. in the matching.

alpha

the alpha transparency, a number in [0,1], see argument alpha in hsv and hcl, respectively.

rev

logical indicating whether the ordering of the colors should be reversed.

fixup

logical indicating whether the resulting color should be corrected to RGB coordinates in [0,1], see hcl.

type

the type of palettes to list: "qualitative", "sequential", "diverging", or "divergingx". NULL lists all palettes.

s, v

the ‘saturation’ and ‘value’ to be used to complete the HSV color descriptions.

start

the (corrected) hue in [0,1] at which the rainbow begins.

end

the (corrected) hue in [0,1] at which the rainbow ends.

Details

All of these functions (except the helper function hcl.pals) create a vector of n contiguous colors, either based on the HSV color space (rainbow, heat, terrain, topography, and cyan-magenta colors) or the perceptually-based HCL color space.

HSV (hue-saturation-value) is a simple transformation of the RGB (red-green-blue) space which was therefore a convenient choice for color palettes in many software systems (see also hsv). However, HSV colors capture the perceptual properties hue, colorfulness/saturation/chroma, and lightness/brightness/luminance/value only poorly and consequently the corresponding palettes are typically not a good choice for statistical graphics and data visualization.

In contrast, HCL (hue-chroma-luminance) colors are much more suitable for capturing human color perception (see also hcl and better color palettes can be derived based on HCL coordinates. Conceptually, three types of palettes are often distinguished:

• Qualitative: For coding categorical information, i.e., where no particular ordering of categories is available and every color should receive the same perceptual weight.

• Sequential: For coding ordered/numeric information, i.e., where colors go from high to low (or vice versa).

• Diverging: Designed for coding numeric information around a central neutral value, i.e., where colors diverge from neutral to two extremes.

The hcl.colors function provides a basic and lean implementation of the pre-specified palettes in the colorspace package. In addition to the types above, the functions distinguish “diverging” palettes where the two arms are restricted to be rather balanced as opposed to flexible “divergingx” palettes that combine two sequential palettes without any restrictions. The latter group also includes the cividis palette as it is based on two different hues (blue and yellow) but it is actually a sequential palette (going from dark to light).

The names of all available HCL palettes can be queried with the hcl.pals function and they are also visualized by color swatches in the examples. Many of the palettes closely approximate palettes of the same name from various other packages (including RColorBrewer, rcartocolor, viridis, scico, among others).

The default HCL palette is the widely used viridis palette which is a sequential palette with relatively high chroma throughout so that it also works reasonably well as a qualitative palette. However, while viridis is a rather robust default palette, more suitable HCL palettes are available for most visualizations.

Note that the rainbow function implements the (in-)famous rainbow (or jet) color palette that was used very frequently in many software packages but has been widely criticized for its many perceptual problems. It is specified by a start and end hue with red = 0, yellow = $\frac 1 6$, green = $\frac 2 6$, cyan = $\frac 3 6$, blue = $\frac 4 6$, and magenta = $\frac 5 6$. However, these are very flashy and unbalanced with respect to both chroma and luminance which can lead to various optical illusions. Also, the hues that are equispaced in RGB space tend to cluster at the red, green, and blue primaries. Therefore, it is recommended to use a suitable palette from hcl.colors instead of rainbow.

Value

A character vector cv containing either palette names (for hcl.pals) or n hex color codes (for all other functions). The latter can be used either to create a user-defined color palette for subsequent graphics by palette(cv), a col = specification in graphics functions or in par.

References

Wikipedia (2019). HCL color space -- Wikipedia, The Free Encyclopedia. https://en.wikipedia.org/w/index.php?title=HCL_color_space&oldid=883465135. Accessed March 26, 2019.

Zeileis, A., Fisher, J. C., Hornik, K., Ihaka, R., McWhite, C. D., Murrell, P., Stauffer, R. and Wilke, C. O. (2019). “ccolorspace: A toolbox for manipulating and assessing colors and palettes.” arXiv:1903.06490, arXiv.org E-Print Archive. http://arxiv.org/abs/1903.06490.

Ihaka, R. (2003). “Colour for presentation graphics.” Proceedings of the 3rd International Workshop on Distributed Statistical Computing (DSC 2003), March 20-22, 2003, Technische Universit<U+00E4>t Wien, Vienna, Austria. http://www.ci.tuwien.ac.at/Conferences/DSC-2003.

Zeileis, A., Hornik, K. and Murrell, P. (2009). Escaping RGBland: Selecting colors for statistical graphics. Computational Statistics & Data Analysis, 53, 3259--3270. 10.1016/j.csda.2008.11.033.

colors, palette, gray.colors, hsv, hcl, rgb, gray and col2rgb for translating to RGB numbers.

Aliases
• rainbow
• heat.colors
• terrain.colors
• topo.colors
• cm.colors
• hcl.colors
• hcl.pals
Examples
library(grDevices) # NOT RUN { require("graphics") # color wheels in RGB/HSV and HCL space par(mfrow = c(2, 2)) pie(rep(1, 12), col = rainbow(12), main = "RGB/HSV") pie(rep(1, 12), col = hcl.colors(12, "Set 2"), main = "HCL") par(mfrow = c(1, 1)) ## color swatches for RGB/HSV palettes demo.pal <- function(n, border = if (n < 32) "light gray" else NA, main = paste("color palettes; n=", n), ch.col = c("rainbow(n, start=.7, end=.1)", "heat.colors(n)", "terrain.colors(n)", "topo.colors(n)", "cm.colors(n)")) { nt <- length(ch.col) i <- 1:n; j <- n / nt; d <- j/6; dy <- 2*d plot(i, i+d, type = "n", yaxt = "n", ylab = "", main = main) for (k in 1:nt) { rect(i-.5, (k-1)*j+ dy, i+.4, k*j, col = eval(parse(text = ch.col[k])), border = border) text(2*j, k * j + dy/4, ch.col[k]) } } demo.pal(16) ## color swatches for HCL palettes hcl.swatch <- function(type = NULL, n = 5, nrow = 11, border = if (n < 15) "black" else NA) { palette <- hcl.pals(type) cols <- sapply(palette, hcl.colors, n = n) ncol <- ncol(cols) nswatch <- min(ncol, nrow) par(mar = rep(0.1, 4), mfrow = c(1, min(5, ncol %/% nrow + 1)), pin = c(1, 0.5 * nswatch), cex = 0.7) while (length(palette)) { subset <- 1:min(nrow, ncol(cols)) plot.new() plot.window(c(0, n), c(0, nrow + 1)) text(0, rev(subset) + 0.1, palette[subset], adj = c(0, 0)) y <- rep(subset, each = n) rect(rep(0:(n-1), n), rev(y), rep(1:n, n), rev(y) - 0.5, col = cols[, subset], border = border) palette <- palette[-subset] cols <- cols[, -subset] } par(mfrow = c(1, 1), mar = c(5.1, 4.1, 4.1, 2.1), cex = 1) } hcl.swatch() hcl.swatch("qualitative") hcl.swatch("sequential") hcl.swatch("diverging") hcl.swatch("divergingx") ## heat maps with sequential HCL palette (purple) image(volcano, col = hcl.colors(11, "purples", rev = TRUE)) filled.contour(volcano, nlevels = 10, color.palette = function(n, ...) hcl.colors(n, "purples", rev = TRUE, ...)) ## list available HCL color palettes hcl.pals("qualitative") hcl.pals("sequential") hcl.pals("diverging") hcl.pals("divergingx") # } 
Documentation reproduced from package grDevices, version 3.6.2, License: Part of R 3.6.2

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