Imaginary primaries — where it appears
Named by 3 essays across 3 fields — each of them below, with the objects they name alongside it.
Why colour is exactly three-dimensional
Matching every wavelength with three primaries requires, for some wavelengths, a negative amount of one of them. That physical awkwardness is why the colour-matching functions were transformed into XYZ, and why the horseshoe is curved.
The diagram has no area
A chromaticity diagram is a projective picture of a three-dimensional space, and the freedom colour matching leaves in the observer acts on it as a projective map. Straight lines and mixture ratios survive that; area, distance and angle do not — so half of what the diagram is used to say is a statement about the paper.
An appearance is not always a stimulus
CIECAM16's inverse is a closed form that returns three numbers for every lightness, chroma and hue it is handed. Whether those three numbers are a light it does not ask, and over a lattice spanning the space a specification is written in, 10.8 per cent of them are not — one tristimulus value negative, or a relative luminance above the white's. Only 43.8 per cent are colours a display could show at all.
Named alongside it
The objects these essays reach for when they reach for this one.
GamutInvarianceSpectral locusAdditive mixtureAppearance modelChromaticityChromaticity planeCIECAM16Colour appearanceColour-matching functionsDeclared inputDiagram conventions