[DISSECTION]
>I think one can write down some pretty spectacular theories, which
>are deterministic, exact, and nonlocal, but out of which will fall
>the result that we are unable to make measurements in defiance of
>Heisnberg's uncertainty principle. I believe Bohm, Aharanov, and
>perhaps others have worked on such theories.
>
>(Although, my own expertise in actually making calculations goes
>only as far as doing very 'undergraduate textbook' type stuff...)
>
>Your suggestion sounds like it would relate well with Godel's
>incompleteness theorems, which I regret that I've never studied
>from a technical viewpoint before, so can't do anything more than
>mention it.
Godel! That's the fella. And it's a THEOREM, is it? Excellent... the problem
is, now I need to UNDERSTAND it. See you all in a couple of years...
Plus ca change, plus c'est la meme chose (The more things change, the more
it's a meme thing)
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