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Monito wrote:
The sensor size is not a joke. If a 22.5mm x 15mm 8 MegaPixel image is enlarged to 8x10 and compared to a 36mm x 24mm 8 MegaPixel image enlarged to 8x10, it makes a huge difference to how much the circle of confusion is enlarged. Joke's on you.
Actually, the joke is on you. If it makes such a HUGE difference, then why are you using a 20D
We'll keep on saying it because it is true: perceived depth of field depends on linked factors: 1) Chosen acceptable circle of confusion size in the print, which is related to 2) print viewing distance, 3) print size, 4) degree of enlargement of image to print size, 5) focal length of the lens, and 6) distance to subject focus plane. The sensor size directly interacts with the focal length of the lens, the distance to the subject and the desired angle of view.
And why do you keep saying it? Are you trying to convince yourself? You don't seem to comprehend that good photography is not dependent on mathematics only. In most cases, the photographer has no control over the print-viewing distance, the eyesight of the viewer, nor the tastes of the viewer. Next you will be trying to tell me that there is a mathematical formula for determining the "best" DOF.
Try running a little photo contest right here for the photo with the best DOF. Do you really think that the judges in such a contest would all agree on what the "best" DOF would be
Because of the inherent variability of so many factors, if DoF is critical to a shot, I bracket for DoF by using several apertures.
Exactly my point, you don't need three different cameras each with a different sensor size.
Do the math (geometry). Math rules the universe.
Don't need to do the math, photography is more about aesthetics. Study people's reaction to DOF in photographs. Some people will say, "Gee, I like the way everything is in focus", while others will say, "Gee, I like the way the foreground is out of focus".
That is called "different strokes for different folks", and has nothing to do with mathematics. 
"You can please some of the people all of the time and all of the people some of the time, but you can't please all of the people all of the time." I think that is a quotation referring to depth-of-field, made by some famous math professor. 
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