Re: [darktable-user] Use of floating point calculations.

2020-02-01 Thread Archie Macintosh
On Sat, 1 Feb 2020 at 13:39, Patrick Shanahan wrote: > ps: your chosen email client does not wrap lines so what you see is what > you get. > -- > (paka)Patrick Shanahan Plainfield, Indiana, USA @ptilopteri This issue got me puzzled. Out of long habit (especially with linux mailing

Re: [darktable-user] Use of floating point calculations.

2020-01-31 Thread Archie Macintosh
On Fri, 31 Jan 2020 at 21:07, Patrick Shanahan wrote: > ... > the computations withing dt are floating point. number base of the image > file is not a concern. two different points. and any conversion may > introduce differences to original image, ie: the converted image in not an > original,

Re: [darktable-user] Use of floating point calculations.

2020-01-31 Thread Patrick Shanahan
* Archie Macintosh [01-31-20 15:37]: > That's interesting, Matt. So, let's say I want to edit an > out-of-camera JPG file in darktable (which can be useful for Fuji > shooters!); is it advisable first to convert the JPG to, say, a 32bit > TIF before editing it? > > mac > > On Fri, 31 Jan 2020 at

Re: [darktable-user] Use of floating point calculations.

2020-01-31 Thread Archie Macintosh
That's interesting, Matt. So, let's say I want to edit an out-of-camera JPG file in darktable (which can be useful for Fuji shooters!); is it advisable first to convert the JPG to, say, a 32bit TIF before editing it? mac On Fri, 31 Jan 2020 at 19:09, Matt Maguire wrote: > > The thing is, you hav

Re: [darktable-user] Use of floating point calculations.

2020-01-31 Thread Matt Maguire
The thing is, you have a limited number of bits per pixel, and human perception of changes in brightness fall off logarithmically as things get brighter. So, to make sure you get the most “bang for your bits”, you want smaller quantisation steps for low intensity and bigger quantisation steps at hi

[darktable-user] Use of floating point calculations.

2020-01-31 Thread David Vincent-Jones
darktable's use of floating point calculation, as I understand it, was important for maintaining accuracy through L*a*b processing. Is this still valid as the emphasis in processing shifts to RGB? The reason that I ask this is to question whether RGB modules still are greatly helped by the use