Re: MGA 2

From: Bruno Marchal <marchal.domain.name.hidden>
Date: Mon, 24 Nov 2008 17:57:21 +0100

On 24 Nov 2008, at 16:11, Günther Greindl wrote:

>
>
>
> Quentin Anciaux wrote:
>
>> If infinities are at play... what is a MAT-history ? it can't even be
>> "written".
>
> Agreed. And that is why we should be more reluctant to drop COMP
> than to
> drop MAT.
>
> But IF we drop COMP, we could "accept" unwriteable MAT-histories.


Yes. You could define precise mathematical unwriteable MAT-histories.
Mathematical logicians have already the tools for managing "Newtonian"
MAT-histories..You will need logic with non enumerable alphabet. Good
luck with the non enumerable typo errors :)
But no problem. I find this unplausible but it can be done consistently.

  COMP is a bit like consistency from Peano Arithmetic first person
view on its third person description (its clothes or its Gödel Number,
or its "program"): IF true, then its falsity is consistent.
COMP is the ontic truth on "YES DOCTOR", and it entails (provably with
some vocabulary definition) the intrinsical RIGHT, for machines, to
say "NO" to the doctor, and the ethical obligation to respect those
who says NO.

I have no problem with MAT believers, only with COMP+MAT believers.
Note also that, even with just COMP the first person "OM "lives"
unwriteable stories, so those tools will be used, even in the cadre of
COMP.
And I can uderstand, through comp, the roots of the believe that comp
is false. Actually there is a sense to say that from the first person
point of view, comp *is* flase. The first person that you can (in a
proper mathematical way) associated to a machine, already does not or
cannot believe in the truth of comp. This I can elaborate later, but
this needs more technics.

Bruno

http://iridia.ulb.ac.be/~marchal/




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Received on Mon Nov 24 2008 - 11:57:36 PST

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