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Michael;
Well said.
PE
Well said.
PE
Jed;
I would have to disagree to some extent in what you have said. The proof is often only in the images, not MTF, RMSG, curve shape etc.
As one manager often said to us when we quoted math figures "We sell photos, not curves".
PE
Hi all,
I am giving a talk on B&W prints to people who are digital photographers who know nothing about traditional B&W process. So I need to know some of the maths involved to enable them to understand how a B&W print can have so much detail in the shadow and highlight areas. If anyone knows the maths involved here of the difference between the DMAX of B&W compared to digital I would appreciate it greatly. Many Thanks Paul
Jed;
I am aware of the studies and the actual people involved in conducting the studies. The key word though was that these studies were conducted by varying the MTF but keeping everything else constant. If that was so, then the MTF was of primary importance. However, if the image characteristics changed such as contrast or tone, often the person would pick another print.
In some cases, the subjects were told to 'select the sharpest print' not 'select the best print' nor were they given, in all cases, the optimum print or sometimes even a beautiful print.
In the German and Swedish studies, the objective was to find if there is a relation between MTF and subjective image quality. And there is, with a high correlation coefficient. One should, of course, not change the tone and contrast. They did that in the German investigation, but that was part of another study ( one should never change more than one parameter). The German study consists of several parts: selection on sharpest prints and selection on image quality,and further: influence of contrast and tone, preference for brillance and rejection of adjacency effects.
The Germans found a strong correlation between MTF and subjective image quality, using only one spatial frequency; the Kodak group is using a range of spatial frequencies. But, the results of both groups are fully in agreement.
I tested the results of those research groups myself, using a photoclub as panel. I found that one can predict what a panel will choose as the print with the best subjective image quality. But, the most important point is that photographers can select their lenses, negative size, film etc in a 'non-random' way. That is why that kind of information is given by the manufacturers. And the manufacturers can ( and will) use the information in the design of their lenses etc. And I have experienced that one can use the information in a practical way.
The main problem with MTF I notice with photographers, is a 'fear for graphs'. But, how to explain the general acceptance in other areas than photography?
An US firm has recently (last year) developed software to control the MTF in digital printing. The software, based on the Kodak research results, came recently out. May be you didn't see the software before. The reason, they made the software is that there was an overkill ( too high MTF) in previous software ( imitating adjacency effects to increase 'acutance').
Jed
Maybe I should go back and read the beginning of this thread. I am a bit puzzled about the term MTF.
The MTF is very simple the way contrast is transferred. Suppose, you photograph a sinusoidal pattern (modulation) with a varying period. Then, the modulation (sinus) will be compressed , and more the higher the frequency ( shorter period). If the compression of the pattern is 50%, the MTF=50%. Therefore, the MTF describes the quality of image transfer, and therefore the quality of lens and film.
The MTF can be measured in a different ways. This involves mathematics of all kind, but is irrelevant for ther photographer. Some people are talking on Fourrier transforms. That is just confusing. I explained the MTF to photographers, and it took them only a few minutes to undertsand what it is all about. It is 'didactics'.
Jed
It is strange that they made such a study at Kodak. I cannot believe they changed more than one parameter. In particular, because they followed the example set by the Germans. Anyway the results of such a study has never been published, and has no influence on the outcome of the published results.Jed;
In one study, prints of a given MTF at a moderate contrast were given to subjects to compare with prints of lower MTF but higher contrast. The results were mixed, but seemed to prefer lower MTF and higher contrast.
This led to the inescapable conclusion that you could not pin an optimum print to MTF alone. And, btw, the high MTF print at high contrast was rejected.
PE
Though such studies are interesting from the perspective of understanding cognition, I don't find them terribly motivating as a guide for making art. Perhaps commercial photographers should worry about what kinds of technical qualities of images appeal to the broadest audience, but when artists start worrying about such things, the results are comic.
Here are my favorite satirical paintings based on statistical surveys of popular taste--
http://www.diacenter.org/km/
I also highly recommend the CD.
You may like it or not, but the two dimensional arts were always being considered to be a science. I quote the english painter Constable from one of his Hampstead lectures for the academy in 1816: 'Painting is a science and should be pursued as an inquiry into the laws of nature. Why then, may not landscape painting be considered as a branch of natural philosophy, of which pictures are just the experiment'. I tell you: Constable was a painter and scientist as well.
Dear PE,Jed;
Your argument about Constable is compelling until one asks oneself, "If he understood painting so well as to reduce it to a science, how come he is not as well known as some of the great painters".
This too is telling.
In spite of his apparent erudition about art vis-a-vis science, he was not one of the 'greats'.
PE
Similarly, Gombrich was writing in an age of psychologism. Contemporary academic psychologists wouldn't take him too seriously (they don't even teach Freud in modern psych departments typically), though Gombrich is certainly important to understanding intellectual history.
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