CIE
Division 8 - TC8-03: Survey of Gamut Mapping Papers
Morovic & Luo (1997a)
This paper describes the evaluation of the following seven algorithms,
most of which were published before:
1. LLIN - uniform linear lightness compression followed by
linear compression of chroma along lines of constant lightness (Johnson,
1979).
2. LNLIN - same as LLIN with the difference that chroma was compressed
non-linearly using a soft-clipping function (Stone and Wallace, 1991).
3. LCLIP - same as LLIN with the difference that chroma was clipped
(Sara, 1984).
4. LSLIN - uniform linear lightness compression followed by compression
towards the centre of the lightness axis (Laihanen, 1987).
5. JOHNSON - a misinterpreted version of the CARISMA algorithm (CARISMA,
1992).
6. CUSP - compression towards the lightness of the cusp on the lightness
axis.
7. SLIN - compression towards the centre of the lightness axis (note,
that this was also implemented in LLAB (Luo and Morovic, 1996)).
Note, that the last two of the above algorithms did not have an overall
lightness compression stage, so as to verify whether its use is always
necessary. Printed reproductions were compared to original CRT images using
the pair comparison technique where observers were asked to judge the accuracy
of reproduction. The experimental setup was such that the luminances and
chromaticities of the two media were approximately equal. Overall, the
results of this experiment suggested that the CUSP, SLIN and SLINLLAB algorithms
perform significantly better than the other GMAs. However, the experimental
results for individual colour areas in the used test images also showed
that these algorithms fail for the neutral axis and for dark colours. It
is also of interest to note that the LCLIP method, which in other studies
performed well, did particularly badly in this experiment. This is probably
due to the gamut difference being larger here since CRT images were mapped
to an inkjet printer having a lightness range which was approximately 20
per cent smaller.
Last updated: 17 August 1999 by Jan
Morovic