> If it really is an example of an uncomputable physical process
I guess first you'd have to prove that there are physical processes are actually continuous, and that this continuum is genuinely the continuum of the reals.
It is already known that a computer with access to real numbers with infinite precision can perform hypercomputation, I'm not sure how much this is relevant, but:
I guess first you'd have to prove that there are physical processes are actually continuous, and that this continuum is genuinely the continuum of the reals.
It is already known that a computer with access to real numbers with infinite precision can perform hypercomputation, I'm not sure how much this is relevant, but:
https://en.wikipedia.org/wiki/Real_computation