The problem here is that modern error diffusion dither algorithms do not
use a FIXED number of printer dots per pixel. Old 'mock halftone'
printing did, say an array of 4 x 4 printer dots per pixel. But modern
algorithms maintain only an average number of dots per pixel, and even
that average number is somewhat variable.
Sidenote- seems funny to use the term modern to exclude things that we
used only about fifteen years ago or so
Timur wrote:
>
> I read several articles (both on magazines and on usenet posting)
> stating the maximum size that one can print a digital picture (given a
> fixed number of megapixel) without losing quality. None of them though
> was explaining the proper (scientific way) to calculate that...
>
> I assume that there should be one, I was thinking something like:
>
> the number of DPI the printer is capable of times the size we want to
> print should be not minor than the number of megapixel. Of course it
> is not working like that (just try with your favourite number).
>
> One ratio that I saw quite often is that 3megapixel allows maximum
> 8x10 (inches) printout. (BTW, in my very personal experience also
> 10x12 are good at that resolution)
>
> For those who believe that the number I provided is correct: how do
> you make the calculation to prove that? Is it just practical
> experience?
> For those who think that the numbers are wrong: how do you proof your
> point?
>
> Thanks a lot,
> Timur
--
Don Stauffer in Minnesota
webpage-
http://www.usfamily.net/web/stauffer