Doug Kerr
Well-known member
We often see references to the CIE XYZ color space, and frequently use its cousin, the CIE x-y chromaticity plane.
The CIE XYZ color space is the standard scheme used in color science to describe the color of light, essentially sort of the "metric system" way of doing that.
We use it (through its derivative cousin the CIE x-y chromaticity plane) to define the primaries used by the various "additive" color models, such as sRGB and Adobe RGB. But how would we define its primaries?
In fact, its primaries are imaginary - we cannot generate or emit them, and if we could, we could not see them. How then can they be the premise for "precisely" defining the color of real, visible light? And how can it be that the value, Y, of the amount of one of the primaries is always exactly the luminance of the color represented? Are the other primaries "impotent" insofar as a contribution to luminance? (Yes.)
As a real "working" color space, it plays a role in the application of ICC color profiles.
The story is fascinating. It is laid out in my new technical article, "The CIE XYZ and xyY Color Spaces", available here:
http://dougkerr.net/Pumpkin#CIE_XYZ
The CIE XYZ color space is the standard scheme used in color science to describe the color of light, essentially sort of the "metric system" way of doing that.
We use it (through its derivative cousin the CIE x-y chromaticity plane) to define the primaries used by the various "additive" color models, such as sRGB and Adobe RGB. But how would we define its primaries?
In fact, its primaries are imaginary - we cannot generate or emit them, and if we could, we could not see them. How then can they be the premise for "precisely" defining the color of real, visible light? And how can it be that the value, Y, of the amount of one of the primaries is always exactly the luminance of the color represented? Are the other primaries "impotent" insofar as a contribution to luminance? (Yes.)
As a real "working" color space, it plays a role in the application of ICC color profiles.
The story is fascinating. It is laid out in my new technical article, "The CIE XYZ and xyY Color Spaces", available here:
http://dougkerr.net/Pumpkin#CIE_XYZ