2015-10-13 13:44 GMT+02:00 Bruce Kellett <bhkell...@optusnet.com.au>:

> On 13/10/2015 10:14 pm, Quentin Anciaux wrote:
>
> 2015-10-13 13:08 GMT+02:00 Bruce Kellett <bhkell...@optusnet.com.au>:
>
>> On 13/10/2015 9:54 pm, Quentin Anciaux wrote:
>>
>> 2015-10-13 12:43 GMT+02:00 Bruce Kellett < <bhkell...@optusnet.com.au>
>> bhkell...@optusnet.com.au>:
>>
>>> On 13/10/2015 7:57 pm, Stathis Papaioannou wrote:
>>>
>>> On 13 October 2015 at 11:48, Bruce Kellett < <bhkell...@optusnet.com.au>
>>> bhkell...@optusnet.com.au> wrote:
>>>
>>>> On 13/10/2015 9:46 am, Jason Resch wrote:
>>>>
>>>>> The double-slit experiment is evidence of platonic computation being
>>>>> responsible for our consciousness, along with many other properties seen 
>>>>> in
>>>>> physics.
>>>>>
>>>> Come again? How on earth do you make that out? The double slit
>>>> experiment is evidence for quantum superpositions of waves and/or
>>>> particles. Nothing to do with consciousness. As for the rest of
>>>> physics??????
>>>>
>>>> The theory has survived numerous tests, without being disproven, which
>>>>> is all we can hope for as evidence for any theory.
>>>>>
>>>>
>>>> Quantum mechanics is a well-tested theory. Computationalism is not.
>>>> Computationalism can't even get the basic physics right, much less explain
>>>> how the universe came to exist long before consciousness emerged.
>>>
>>>
>>> Computationalism is the theory that a computer could simulate not only
>>> the brain's behaviour, but also consciousness. It is possible that the
>>> brain utilises non-computable physics, in which case computationalism would
>>> be false. Is that what you believe?
>>>
>>>
>>> You present a false dichotomy. The brain might well be Turing emulable,
>>> and computationalism false. That would be the case if matter is primary and
>>> arithmetic merely a formal game.
>>>
>>>
>> Then it's not computationalism... but materialism, as computation is not
>> a material notion...
>>
>>
>> I did say that computationalism could be false....
>>
>> You have to say then that computation is just an abstract representation
>> of the real thing (aka matter doing thing looking at if it was a
>> computation)... then you is not "just" a computation... "you" is matter
>> which behaves like a computation.
>>
>>
>> Sounds reasonable to me.
>>
>> Matter as primary entity is thus needed... and the brain would not be
>> turing emulable per se.
>>
>>
>> That does not follow.
>>
>
> It does as turing emulability is a mathematical notion, it does not
> involve matter, so if matter is needed, then you have something more than
> turing emulability alone, you need matter.
>
> A computer made of silicon can emulate a Turing machine. A brain made of
> wetware can be emulated by a silicon computer, or a Turing machine. The
> fact that a Turing machine can be define mathematically is entirely
> secondary.
>

The fact that a computer made of matter can  emulate a Turing machine is
because we have a definition of a turing machine which is a mathematical
concept... but if you reject the mathematical definition, I wonder how you
can say that a "computer" emulate a turing machine... You should first
define computation in terms of matter, and shows that the "mathematical"
game is coincidentally like it.


>
> Also I wonder how you could justify with such theory the equivalence
> between two computations... if not by using abstract computation theory to
> justify it...
>
> Two computations are equivalent if they give the same answers.
>
> How do you justify it ? I can easily write an emulator of another machine
> and justify the correct functionning by logic alone, no matter involve...
> so if logic is just a game, and matter is the end point, algorithm *can't*
> be used as justification of the correct working.
>
>
> Who said matter was the end point?
>

You... why do you insist on matter, if it is not primary and can be made of
something else ?


> I can justify the equivalence of two computations by pointing to the fact
> that they give the same numerical output.
>

Then you say it only if you have achieved all possible outputs ? because
you can't use mathematical induction to justify they will on the same
domain.


> Computations might be definable in terms of algorithms, but more than one
> algorithm can give the same computation -- give the same result for the
> given input.
>

Yes, an infinity of them... but that's a mathematical result... no matter
is used in the reasoning .


>
>
> Bruce
>
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