[argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill <graeme@xxxxxxxxxxxxx>
- To: argyllcms@xxxxxxxxxxxxx
- Date: Sun, 28 May 2006 09:40:36 +1000
Ben Goren wrote:
However, it also occurred to me: Argyll already has the facility
to deal with multiple readings of paper white. Is this something
specific to paper white, or is it generic? That is, would there be
anything to be gained by creating a ti1 file the normal way,
reading it multiple times, merging all those multiple readings
into a single appropriately-munged ti3 file, and creating the
profile from that?
The interpolation algorithm inherently copes with test values that
are close to, or on top of each other. They aren't averaged in the
sense that the weighting those points get isn't reduced because
they are closer together, they each count as a weight of 1.0,
but if they are on top of each other any differences will
be averaged amongst themselves.
Repeating values is a crude way of applying a higher weighting
to that point. If every point was duplicated, then effectively they
would be averaged (although your smoothing factor will have
been diluted by a factor of 2, but your noise level will have
been reduced.)
Graeme Gill.
- References:
- [argyllcms] Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Gerhard Fuernkranz
- [argyllcms] Re: Determining proper error value for -r
- From: Roberto Michelena
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Roberto Michelena
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Gerhard Fuernkranz
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
Other related posts:
- » [argyllcms] Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
- » [argyllcms] Re: Determining proper error value for -r
However, it also occurred to me: Argyll already has the facility to deal with multiple readings of paper white. Is this something specific to paper white, or is it generic? That is, would there be anything to be gained by creating a ti1 file the normal way, reading it multiple times, merging all those multiple readings into a single appropriately-munged ti3 file, and creating the profile from that?
The interpolation algorithm inherently copes with test values that are close to, or on top of each other. They aren't averaged in the sense that the weighting those points get isn't reduced because they are closer together, they each count as a weight of 1.0, but if they are on top of each other any differences will be averaged amongst themselves.
- [argyllcms] Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Gerhard Fuernkranz
- [argyllcms] Re: Determining proper error value for -r
- From: Roberto Michelena
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Roberto Michelena
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Graeme Gill
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren
- [argyllcms] Re: Determining proper error value for -r
- From: Gerhard Fuernkranz
- [argyllcms] Re: Determining proper error value for -r
- From: Ben Goren