acl <> wrote:
>On Jun 6, 10:11 pm, PGPS <premg...@gmail.com> wrote:
>> 3. With respect to curves, how does the Gamma value relate to the
>> curvature of the curves?
>
>It corresponds to a curve y=x^(1/gamma)
>(x is the input value on the curves dialog, y the output), or at
>least, it should! So it's equivalent to a convex (curved upwards)
>curve for gamma>1.
One additional comment that might help understand what
is seen in various places, is that often "gamma" is
expressed as the value for 'gamma' in the above
equation, but also it is often refered to by the
'(1/gamma)' part of that equation.
For example, the "gamma" of a standard monitor screen
for Windows is supposed to be "2.2", but that is the
'(1/gamma)' term. In GIMP the way to set that value for
gamma is to use gamma = 0.45.
(1 / .454545) = 2.2
Of course there are other even odder ways to express it!
Some programs use gamma=0.4545 as the default, and all
adjustments relate to that, with 1 being the standard
value set, less than one resulting in a lower gamma and
greater than 1 being higher gamma.
--
Floyd L. Davidson <http://www.apaflo.com/floyd_davidson>
Ukpeagvik (Barrow, Alaska)