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I fail to see how posting a link to another message that cites the first message in this thread helps to advance the discussion at all.
If this is such simple math, then how do you figure that a 14 megapixel image is magnified by a factor of 16 on your monitor, whereas a 6 megapixel image is magnified three times? 14 is 2.33 times larger than 6, yet your figures suggest some other ratio. You didn't do accounting at Enron, did you? (Just kidding in a good natured sort of way.)At 1:1 the picture thus fills 4*4 = 16 screens!
If you do the same with a 6 Mpix D60 picture,
the magnification is ~ 3 times.
If this is such simple math, then how do you figure that a 14
megapixel image is magnified by a factor of 16 on your monitor,
whereas a 6 megapixel image is magnified three times? 14 is 2.33
times larger than 6, yet your figures suggest some other ratio.
................
Matt
Well, it's always nice to have an article that actually bolsters my point. Two observations about that article are that (a) it doesn't contain the word "Bayer", and (b) it uses the distinctly non-Bayer Sigma SD9 to illustrate the concept or moire patterns. Hmmm.but.... It's known that moire IS a bayer artifact. Here is a link
to provide more information on it.
http://www.wfu.edu/~matthews/misc/DigPhotog/alias/
Eh? This is a ratio of > 1/125, or if my monitor is 96dpi, the print device you're referring to has at least 12,000 dpi resolution. I think you've misplaced a decimal position or two here.Chromatic Abberation, for the same reason as with moire, what may
be objectionable at 1:1 for a 13.5mp image may completely disappear
when printed at 5 x 7 or 8 x 10 as what took up 5 inches across the
screen is now rendered in a space less than a millimeter across.
Hello
A lot of people simply don't understand what I am trying to say.
I'll try to make it clear: Imagine you have a camera with 10.000 *
10.000 resolution. You take a picture of a part of a footballfield:
Imagine that the football in the picture takes up 2000*2000 pixels
(it's not square, but for simplicity).
Now you display this picture in 1:1 on a screen with e.g. 1000*1000
resolution. (Pretty close to what we have). Half (in each
direction) the football is now taking up ALL the screen, and of
course looks bad (steps because of your screen resolution).
If you now increase the Screen Resolution to 3000*3000, the
football takes up 1/9 of the screen area, and now looks very good.
If you reduce the Screen 500 * 500, the 1/4 of the football (in
each direction) now fills the screen, and you are so "close up" to
it that you can't even tell what it is!
Thus, the Screen Resolution versus the Resolution of the Ppicture
DOES matter when you Study a picture.
The only thing that is fair, is to have a Monitor that matches the
Picture resolution and look at the picture in 1:1 at such a
monitor. For the Kodak 14n this would a Monitor with 3500 * 4000
pixels resolution. Most of us does NOT have such a monitor.
Thus: Comparing pictures from different cameras on the same
resolution Monitor is NOT FAIR to the high res cameras
Geir Ove
But wait, this isn't fair... My screen is 1024*768 and thus 4536 *
3024 represents a pictures 4 times higher and 4 times wider thand
my screen: At 1:1 the picture thus fills 4*4 = 16 screens! Thus,
one are looking at the picture at a tremendous MAGNIFICATION! If
you do the same with a 6 Mpix D60 picture, the magnification is
(3072 / 1024 x 2048/768) ~ 3 times.
You know, I was thinking the same thing about your responses!I confess I didn't read every word (I find the sheer volume of your
replies overwhelming, to be honest),
Oh gosh,I wasn't being literal...just illustrating that there exists minimum dimensions that you can print a digital image to (and they are larger and larger for increasing image pixel density..) where you can exceed a given print devices maximum dpi. (and by so doing subsample noise,moire,ca and detail! in the image into oblivion.). For example, a 14n image printed at 8 x 10 would require 4500/10 = 400dpi along length and 3000/8 = 375dpi along width of real resolution from the printer to render all the provided image data at that print size , obviously if you only have 300dpi available from the printer, subsampling will effectively (it's not active interpolation..it simply occurs because the printer is unable to provide the required print resolution at the chosen print dimensions) occur during printing. Of course, most of the people who buy the 14n aren't looking to print 4 x 6 prints (all they'd need is aEh? This is a ratio of > 1/125, or if my monitor is 96dpi, theChromatic Abberation, for the same reason as with moire, what may
be objectionable at 1:1 for a 13.5mp image may completely disappear
when printed at 5 x 7 or 8 x 10 as what took up 5 inches across the
screen is now rendered in a space less than a millimeter across.
print device you're referring to has at least 12,000 dpi
resolution. I think you've misplaced a decimal position or two here.
Sure, the original Kodak samples right? the sucky ones? I don't care about those...if Kodak releases the camera with that kind of quality they deserve to go bankrupt..I am hoping that the Japanese shots (which are eons better than the Kodak shots) are more representative of what will be released. (crossing fingers)As for whether the 14n's noise reduction artifacts are visible in
printing or not, we'll just have to agree to differ. I have three
pictures in front of me printed on a not very high end printer at
300dpi and they're clearly visible at 50% and 100% NR. I can only
assume that anyone using a 14n for a variety of different uses,
from fine art photography to double-page advertising spreads in
high-end glossy magazines would find the same thing, whether they
can see them on a monitor preview or not.
Agreed, and as I stated before I never claimed the "scaling effect" had anything to do with the percieved quality of the original Kodak images, they indeed were lousy.Of course, as we now know, no-one in their right mind would apply
the 50% level of noise filtering (and hopefully it wouldn't be
necessary), so the point is moot. But that doesn't make Geir's
original assertion that the lousy quality was due to the "unfair"
viewing of the images at 1:1 any more valid, and never will.
screen imageAgreed, and as I stated before I never claimed the "scalingOf course, as we now know, no-one in their right mind would apply
the 50% level of noise filtering (and hopefully it wouldn't be
necessary), so the point is moot. But that doesn't make Geir's
original assertion that the lousy quality was due to the "unfair"
viewing of the images at 1:1 any more valid, and never will.
effect" had anything to do with the percieved
My point was always that many artifacts viewable at 1:1 on screen (noise,ca,moire) would appear in print reduced(subsampled away) as you make smaller and smaller prints from the original data!quality of the
original Kodak images, they indeed were lousy.
see my post as an answer under "Computer screen resolution and
beautiful mathematical formula!"
Here is why a 13.mp image may look worse than a 6mp image
Steve Snyder
Oh great ! It is really nice to know that I could screw my Zeiss 85mm 1.4Well, the only real reason is Bayer interpolation. 100% views are
often softer than reduced views.
I'm not sure if you are the same guy who posted the manu formula
site. I gave it a read over.
It makes sense in the context of why one camera produces a larger
image than another (AKA common sense), but has nothing to do with
quality loss. A pixel is a pixel.
If your camer's sensor has 2 million pixels, you can view it at
full size and it looks great. Same goes for a camera that has 2
billion (you might be resolving microscopic detail at that point,
though, but it will still be detail).
Oh great ! It is really nice to know that I could screw my ZeissWell, the only real reason is Bayer interpolation. 100% views are
often softer than reduced views.
I'm not sure if you are the same guy who posted the manu formula
site. I gave it a read over.
It makes sense in the context of why one camera produces a larger
image than another (AKA common sense), but has nothing to do with
quality loss. A pixel is a pixel.
If your camer's sensor has 2 million pixels, you can view it at
full size and it looks great. Same goes for a camera that has 2
billion (you might be resolving microscopic detail at that point,
though, but it will still be detail).
85mm 1.4
to a 2 billion pixel camera and it would resolve detail down to one
pixel!!!!!!!!!!!!!!!!!!!!!!!!!! !!
i WILL PASS THIS ON TO ZEISS THEY MIGHT AS WELL SHUT RESERCH AND
DEVELOPMENT DOWN AS THE PERFECT LENS HAS ALREADY BEEN DEVELOPED.
Regards
graham
Of course I doI do hope you realise it was a hypothetical situation. Of course a
lens can't resolve microscopic detail. Maybe I would have been
better off using something closer to 14MP, but I felt an extreme
was needed...
When a 2 billion MP sensor is avaiable, I'm sure that will be a few
hundred years from now when lenses are just as "perfect"![]()
Of course I doI do hope you realise it was a hypothetical situation. Of course a
lens can't resolve microscopic detail. Maybe I would have been
better off using something closer to 14MP, but I felt an extreme
was needed...
When a 2 billion MP sensor is avaiable, I'm sure that will be a few
hundred years from now when lenses are just as "perfect"![]()
The point I am making is that as pixel counts increase other
factors are coming into play ie: lens quality mirror slap focus
accuracy and electronic noise etc.
Tis will mean that say a 20 mpixel camera will not have the
Theoretical increase in resolution over a 10 mpixel camera.
Graham
Anyway back to reality I really hope that when the kodak comes out that its pics are as much improved over the japanese pics as the Japanese pics are over kodaks first release (sorry its late over here)I wholeheartedly agree.
The camera blur on such high detail would be significant even at
high shutter speeds. This is, of course, assuming no major changes
in lens/shutter technology.
I guess you could bolt a 2 ton tripod to the ground and mount a 100
pound camera on it to prevent camera shake...
All this assuming you ever have a 2 billion pixel sensor, that is![]()
Well, I think that is theoretically impossible for visible wavelengths given a sensor the size of a 35mm frame. You're talking about individual sensor elements smaller than the wavelength of visible light. In such a situation, the light would simply pass through the sensor.When a 2 billion MP sensor is avaiable, I'm sure that will be a few
hundred years from now when lenses are just as "perfect"![]()
Appear? Huh? Or disappear?screen imageAgreed, and as I stated before I never claimed the "scalingOf course, as we now know, no-one in their right mind would apply
the 50% level of noise filtering (and hopefully it wouldn't be
necessary), so the point is moot. But that doesn't make Geir's
original assertion that the lousy quality was due to the "unfair"
viewing of the images at 1:1 any more valid, and never will.
effect" had anything to do with the percieved
My point was always that many artifacts viewable at 1:1 on screenquality of the
original Kodak images, they indeed were lousy.
(noise,ca,moire) would appear in print reduced(subsampled away) as
I agree that there is no magnification but the image is quite large and looking at 100% is a fair method of inspecting the quality.But wait, this isn't fair... My screen is 1024*768 and thus 4536 *
3024 represents a pictures 4 times higher and 4 times wider thand
my screen: At 1:1 the picture thus fills 4*4 = 16 screens! Thus,
one are looking at the picture at a tremendous MAGNIFICATION! If
you do the same with a 6 Mpix D60 picture, the magnification is
(3072 / 1024 x 2048/768) ~ 3 times.