Richard Hughes wrote: > If a display is specified as "gamma 2.2", does that mean that the > XYZ->Y component follows a 2.2 curve, Gamma is about the native response, so it's the device->light characteristic. > or has each RGB channel got it's own gamma which is then averaged? Each channel has a gamma. What you do to arrive at a summary number is up to you :-) Some of the television enthusiasts like plotting log(out)/log(in) vs. input, since that gives them a graph of "gamma" at each input level. This is not without precedent, since the term "gamma" (I think) comes from the film world, and is the slope of the film density (which is a log quantity) vs. log of the light film exposure. A display that perfectly corresponds to a power curve will have a straight horizontal line log/log vs. input plot. I'm not so sure about such a graphs suitability for measuring or critiquing display behaviour, since there is no evidence that it is perceptually linear. > If it's an RGB measurement we > calculate gamma with, how do we map from XYZ to RGB? Also, what > white-point would we use? All the "gamma checker" images decompose > this into sRGB gamma, but I'm not sure I get the logic why. I'm not sure what you mean. A display channel that has a perfect gamma curve response will have light output that is governed by the equation light level = in ^ gamma. You could measure light level as Y, but you'll get better sensitivity for individual channels by using a vector sum of the XYZ of each channels maximum. Or simply use the Y vs. R=G=B input if you are after a single number. > For my uncalibrated DreamColor, Y is pretty much exactly 2.2. For my > uncalibrated Thinkpad T510, my Y gamma is 2.7. Ouch. According to Charles Poynton, such numbers are rather sensitive to the near black behaviour (depending on how you fit the power curve). The Argyll numbers are simple but are intended to be more perceptually related, by being computed from out/in at 50%. Comparing gamma values for displays that aren't actually a power curve, is basically a pointless exercise due to the multitude of ways the number could be arrived at. Graeme Gill.