I was curious in finding if we could see the difference in an image where the minimum distance between any given color is 1 delta E. It turns out (If I understood correctly) that if you take an 8 bit image in a gamut that is entirely visible (sRGB, Adobe RGB) and make a round trip to Lab, then you end up with such an image.
The rationale is that working in low bit depth integers, when you convert to Lab (and the integer values of Lab are 1 delta E apart) all different RGB values that are less than 1 delta E apart will map to the same Lab value.
This is referred in Bruce Lindbloom page
hereI used Bruce Lindbloom's "RGB image containing all possible colors" (from the same link, with his permission) and performed the following test:
- Assign sRGB, keep it as 8 bit
- Round trip to Lab
- examine the differences
The results: up to 100% no visible differences. It is only when going to higher magnifications (400%) that some blotchiness (sp?) can be perceived. I then substracted both images (using difference blending mode) and could see some areas with faint blotches where the Red could go up to 15.
All possible differences dissapeared when working in 16 bits, sRGB or Adobe RGB
The attached images illustrate the results using sRGB (these are screen captures since the original images are too big)
1- Original reference image
2- Round trip to Lab
3- Detail of the image in #2
4- Detail of the difference of both images (it might be difficult to perceive the blotches)
Regards