> On 11 Sep 2018, at 19:38, Brent Meeker <meeke...@verizon.net> wrote:
> 
> 
> 
> On 9/11/2018 2:13 AM, Bruno Marchal wrote:
>>> Can the universal Diophantine equation emulate a hypercomputer?
>>> 
>>>> Might say more on this if asked. That has been explained already in this 
>>>> list more than once. Deutsch assume a primitive physical reality. That is 
>>>> coherent with the CT part of mechanism, but not the YD part (the yes 
>>>> doctor, the first person indeterminacy). Mechanism is CT + YD. It leads to 
>>>> a constructive reduction of the mind-body problem to a deduction of the 
>>>> laws of physics from machine theology or machine self-reference if you 
>>>> prefer. And its works, the physics deduced until now, even if quite 
>>>> modest, is already enough quantum like to cast light on the origin of the 
>>>> measure on the computation/sigma_1 sentences.
>>> 
>>> Naah.
>> 
>> Please, elaborate. Once you grasp that mechanism entails we are emulated in 
>> infinitely many computations in arithmetic, I don’t see how any of this can 
>> be avoided.
> 
> Understanding something isn't the same as believing it. 


Yes, you can always add invisible horse. Understanding something and 
disbelieving it is fraud, or mockery of Occam razor.




> I understand that Sherlock Holmes lived on Baker Street.


So you believe in Sherlock Holmes, for example as a hero of fiction novel.



> 
>> If you believe that there is something like a physical universe, or a any 
>> god or ontology, capable of selecting a computation in arithmetic, you need 
>> to explain what it is, and how it does that trick.
> 
> I don't believe there are computations in arithmetic, because I don't believe 
> arithmetic exists.

“Arithmetic exists “ is ambiguous. Do you mean a theory or the model? 

The question is more, do you believe that 45 is odd? Do you believe in prime 
numbers?  Do you believe in equation?

Did you take your kids out fo school when they are taught elementary 
arithmetic? 

 Suspect you are joking, only.

Bruno





> 
> Brent
> 
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