Hi LizR,

   That is what is not explicitly explained! I could see how one might make
an argument based on Godel numbers and a choice of a numbering scheme could
show the existence of a string of numbers that, if run on some computer,
would generate a description of the interaction of several actors. But this
ignores the problems of concurrency and "point of view". The best one might
be able to do, AFAIK, is cook up a description of the interactions of many
"observers" -each one is an intersection of infinitely many computations,
but such a description would itself be the content of some observer's point
of view that assumes a choice of Godel numbering scheme.
  Something doesn't seem right about this!


On Fri, Dec 27, 2013 at 5:50 PM, LizR <lizj...@gmail.com> wrote:

> On 28 December 2013 05:51, Stephen Paul King 
> <stephe...@provensecure.com>wrote:
>
>>
>> It has always seemed to me that UDA cannot solve the mind-body problem
>> strictly because it cannot comprehend the existence of "other minds".
>>
>
> Actually, I have wondered about this. How do all these "threads of
> computation" which are assumed to exist in arithmetic actually manage to
> communicate with each other?
>
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Kindest Regards,

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