What are the philosophical implications of unsolvable mathematical
problems?
Does this mean that mathematical reality, hence physical reality, is
ultimately unknowable?
It's not clear to me that the root know is terribly useful here; IMHO
there is regularity and there is the random (whether
CMR wrote:
there is regularity and there is the random (whether it be absolute or
effectively so - both are equivalent from the receiving end); the mere
fact
that we are having this discussion indicates some level of regularity in
the
interaction; but there is randomness as well;
I do
This infamous "definition" is circunscribed to
a theory, as in "we say that a physical theory
has an EPR if,..."
Mathematical reality is not the output of
(mathematical) theories but usually its input.
But I think mathematical reality does not
necessary equate to mathematical truth,
nor does
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