But if the camera has a high metameric index (Foveon has a 0.199, according to their own data), even if you get a you can have a makeup that really looks good to a human eye or color film or a common Bayer camera, suddenly look really strange, too green or orange...
According to "Eyeing the Camera: Into the Next Century, 2003, Richard F. Lyon and Paul M. Hubel Foveon, Inc.", the SD9 have a metameric index of 0.199. You're perfectly right about this. But is it a high one ?
According to the same paper, no. Quote from the publication :
"This early graphical analysis is what led us to conclude that the response curves that we could get from silicon color filtering would yield relatively small color errors, with suitable matrixing."
What allow them to said so ? Well, they provided comparaisons data. The calculate the metameric index of three other imaging devices (i'll let people run search if they want to know more about thoses). The results are the following (lower numbers show greater color accuracy) :
"Camera > Sensor > Metamerism index
Kodak DSC-460 > Kodak > 0.2974
Concord EyeQ > Agilent > 0.2873
Sigma SD9 > Foveon X3-F7 > 0.1999
HP 618 > Sony ICX-284 > 0.1802"
Notes : EyeQ Model undisclose, the HP is actually a scanner.
We shouldn't stop here because ; 1. The data is outdated (newer cameras might give totally different results) and 2. Maybe they just choose the worst cameras avaible for this comparaison (not far from the truth...).
The question we should ask ourself is ; general speaking, what is the metamerism index of digital cameras ? Is it far from the Sigma ones ?
According to DxOMark, (
http://www.dxomark.com/index.php/en/Learn-more/Understanding-DxOMark-Database/Measurements/Color-sensitivity ) :
"SMI [sensitivity metamerism index] is an index quantifying this property, and is represented by a number lower than 100 (negative values are possible). A value equal to 100 is perfect color accuracy, and is only attained when Luther-Ives conditions hold (which, as previously stated, never happens in practice). ... In practice, the SMI for DSLRs ranges between 75 and 85, and is not very discriminating. It is different for low-end cameras (such as camera phones) which typically have a SMI of about 40."
Now wait, 0.1999 versus 75 to 85 ? What's going on here ?
Well, supposly, Lyon/Hubel used the same ISO standard (not
that ISO

), yet the results measurements are obviously different. The calculation to equal thoses results is unknow to me, but fortunatly, Lyon/Hubel did it in another paper ("X3 Sensor Characteristics" - no date, online publication).
So what's the SMI of the sd9 (equalized to DxOMark measurement) ?
Drum-roll...
.... 91 ! Remember perfect score (100) just never happend, and the avreage score of DSRL is 80...
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