matlab colormap

This table lists the built-in colormaps functions.

Colormap Name	Color Scale
parula	aaarticlea/png;base64,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" alt="" />
jet
hsv
hot
cool
spring
summer
autumn
winter
gray
bone
copper
pink
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colorcube
prism
flag
white

Custom Colormap

To create a custom colormap, specify map as a three-column matrix of RGB triplets where each row defines one color. An RGB triplet is a three-element row vector whose elements specify the intensities of the red, green, and blue components of the color. The intensities must be in the range [0,1]. For example, this matrix defines a colormap containing five colors.

map = [0.2, 0.1, 0.5
    0.1, 0.5, 0.8
    0.2, 0.7, 0.6
    0.8, 0.7, 0.3
    0.9, 1, 0];