Lennart Nilsson wrote:
But in fact, the only thing that privileges the set of all
computational
operations that we see in nature, is that they are instantiated by
the laws of physics. It is only through our knowledge of the physical
world
that we know of the di.erence between computable
to whom it may concern
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At 10:46 16/06/03 -0700, Hal Finney wrote:
Jesse Mazer writes:
Yes, a Platonist can feel as certain of the statement the axioms of Peano
arithmetic will never lead to a contradiction as he is of 1+1=2, based on
the model he has of what the axioms mean in terms of arithmetic. It's hard
to see
Hi James,
I don't want to get into the Platonism discussion as I'm not of a
philosophical bent, but I would like to start discussion based on
something you wrote in one of your posts on the subject:
James N Rose wrote:
The square root of a negative number has no physical
reality (or so it
But in fact, the only thing that privileges the set of all
computational
operations that we see in nature, is that they are instantiated by
the laws of physics. It is only through our knowledge of the physical
world
that we know of the di.erence between computable and not computable. So
it's only
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