Re: Quantum Immortality and Information Flow

From: Bruno Marchal <marchal.domain.name.hidden>
Date: Thu, 15 Dec 2005 13:25:58 +0100

Le 15-déc.-05, à 03:04, Saibal Mitra a écrit :


>
> To me it seems that the notion of ''successor'' has to break down at
> cases
> where the observer can die. The Tookies that are the most similar to
> the
> Tookie who got executed are the ones who got clemency. There is no
> objective
> reason why these Tookies should be excluded as ''successors''. They
> miss the
> part of their memories about things that happened after clemency was
> denied.
> Instead of those memories they have other memories. We forget things
> all the
> time. Sometimes we remember things that didn't really happen. So, we
> allow
> for information loss anyway. My point is then that we should forget
> about
> all of the information contained in the OM and just sample from the
> entire
> set of OMs.
>
> The notion of a ''successor'' is not a fundamental notion at all. You
> can
> define it any way you like.


?



> It will not lead to any conflict with any
> experiments you can think of.
>
>


?

Counterexamples will appear if I succeed to explain more of the
conversation with the lobian machines.

But just with the Kripke semantics we have a base to doubt what you are
saying here. Indeed, it is the relation of accessibility between OMs
which determine completely the invariant laws pertaining in all OMs.
For example, if the multiverse is reflexive the Bp -> p is true in all
OMs (that is, Bp -> p is invariant for any walk in the multiverse). If
the mutliverse is "terminal" of "papaioannou-like) then Dt -> ~BDt is
a law. In Kripke structure the accessibility relation determined the
invariant laws.
later, the modal logic is given by the machine interview, and from
that, we will determine the structure of the multiverse, including the
"observable" one.

Bruno




http://iridia.ulb.ac.be/~marchal/
Received on Thu Dec 15 2005 - 07:35:00 PST

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