Re: Numbers

From: Georges Quénot <Georges.Quenot.domain.name.hidden>
Date: Sun, 19 Mar 2006 14:09:50 +0100

Bruno Marchal wrote:
>
> Le 15-mars-06, à 17:51, Georges Quenot a écrit :
>
>>>> *If* comp is true. I am not sure of that.
>>> Me too. But it is the theory I am studying. Also comp provides some
>>> neat "etalon philosophy" to compare with other theories. The advantage
>>> of comp (which I recall includes Church thesis) is that, at least,
>>> many
>>> fundamental questions can be addressed.
>> Which one for instance (that is not addressed in the view of
>> the universe/multiverse as a mathematical object)?
>
> The relation between first and third person concepts. Comp allows (at
> least) and actually necessitates the use of theoretical computer
> science(s). It is a mine of interesting results. My work exploits many
> of them for the translation of the UD Argument in the language of the
> universal machine. Actually it is one of them, Godel's theorem, which
> convinces me of the possibility of the enterprise.

I am sorry. I don't see. What Comp can say about the relation
between first and third person concepts that could not be said
in a "simple" "mathematical-monism" context?

Georges.

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Received on Sun Mar 19 2006 - 08:11:12 PST

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