On Sat, Mar 1, 2014 at 2:48 AM, Bruno Marchal <[email protected]> wrot

>>> information does need a substrate in which to manifest.
>>>
>>
>> >> That seems to be the case but perhaps not at the very lowest level.
>> The integers are abstract things that aren't made of anything except other
>> numbers and once you describe how they interact with other mathematical
>> objects you've said all there is to say about them. In the same way in
>> string theory the strings aren't made of anything and they have reality
>> only in how they interact with other strings; so perhaps at the fundamental
>> level reality not only can be described mathematically but actually IS
>> mathematical.
>>
>
> > And that is a necessary consequence of computationalism, but this leads
> to the explicit problem of justifying physics from arithmetic or Turing
> equivalent.


Perhaps it's a difference in degree not of kind, when the properties of
stuff becomes rich and complex enough we start referring to it as physical
not mathematical. Most would say that a pie chart is mathematical but an
apple pie is physical, but other than the fact that one is enormously more
complex than the other it's difficult to pin down a fundamental difference
between the two. And what about the memory of a apple pie you saw last
week, is that  mathematical or physical?  If Darwin's ideas were even close
to being correct then we know that the sensation we experience when we
remember last week's apple pie could almost certainly be duplicated on a
Turing Machine, and that is mathematical. And all the apple pies you've
ever experienced come from the past, it's just that some are more recent
than others, again a difference in degree not of kind.

 John K Clark

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