Re: Numbers, Machine and Father Ted

From: Quentin Anciaux <allcolor.domain.name.hidden>
Date: Tue, 24 Oct 2006 20:19:47 +0200

Le Mardi 24 Octobre 2006 19:25, 1Z a écrit :
> Quentin Anciaux wrote:
> > Hi,
> >
> > Le Mardi 24 Octobre 2006 18:29, 1Z a écrit :
> > > I've never seen an HP universe. Yet they *must* exist in a mathematical
> > > reality, because there are no random gaps in Platonia. Since all
> > > mathematical
> > > structures are exemplified, the structure corresponging to (me up till
> > > 1 second ago)
> > > + (purple dragons) must exist. If there is nothing
> > > mathematical to keep out of HP universe, the fact that I have never
> > > seen one is
> > > evidence against a mathematical multiverse.
> >
> > I'd say it is evidence that you're not currently in an HP universe.
> > Considering HP universes have low measure (even in mathematical only MWI
> > as COMP), not being in one is not surprising.
>
> What measure they have depends on the flavour of MW. In a purely
> mathematical MW, each configuration of matter is exemplified once.

Why is it so ? I'd say at first glance that every configuration of matter is
exemplified an infinity of time. Like I can see a video in 320x240, 640x480,
1024x768, xxxxx, 100000x100000... each time it's the same "footage" but each
version differ with the "accessible" information content of the scene. So for
a specified level of information I could agree that there is only one
configuration... but there should exists in a mathematical MW an infinity of
level.

> (Barbour's theory is close to this, but he also has "mists", quantum
> probability measures, which are not apriori necessary).
>
> > And if you were in one or noticed
> > weird events you wouldn't writing this... Absence of proof is not proof
> > of absence.
>
> So there *are* unicorns?

No, just that you can't conclude that unicorn don't exists only because you've
never seen one... You could conclude with an high certainty that unicorn
don't exist with more evidences... Have you such evidences ? beside that
you've never met Harry Potter ? ;-D

Quentin Anciaux

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Received on Tue Oct 24 2006 - 14:10:31 PDT

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