On 13 December 2013 13:07, meekerdb <meeke...@verizon.net> wrote:
> On 12/12/2013 2:52 PM, LizR wrote:
> On 13 December 2013 06:00, meekerdb <meeke...@verizon.net> wrote:
>> On 12/12/2013 1:36 AM, LizR wrote:
>> On 12 December 2013 17:00, Richard Ruquist <yann...@gmail.com> wrote:
>>> In forking MWI worlds, your ID is constantly changing as it depends on
>>> various quantum states.
>>> Your detailed nature is never duplicated. Every fork is a change from
>>> your previous state.
>>> If comp supports MWI, why should your ID ever stay the same
>>> since you are constantly forking with or without the doctor.
>>> Yes, I wondered about that. However you look at it, digital
>> consciousness involves constant state changes, at the substitution level
>> and below. You end up with something like David Deutsch's snapshots or Fred
>> Hoyle's pigeon holes, or someone, not sure who's "capsule" model of
>> identity. It's all very Heraclitean!
>> Of course in a (gasp!) materialist model, there are no "snapshots".
>> The computations that produce consciousness are distributed in space and
>> time and one "thought" overlaps another.
>> Sorry, but I don't quite see what you mean here. How does being
> distributed in space and time avoid snapshots? You can still split
> space-time into snapshots in the MWI (or "foliate" space-time in
> relativity, I guess) in a manner that usefully explains extended processes
> - they just extend across sequential snapshots / foliations. Digital
> consciousness would presumably have a clock at some level, and steps, but
> that might be far above the level of MWI snapshots, or it might be far
> below it - space-time itself might be digital, which would automatically
> allow higher level processes to be (in the sense required for comp).
> Are you just saying that "observer moments" can't be identified with
> "MWI snapshots" ?
> Yes, but not JUST that. Foliation of spacetime is not unique. So no
> matter how slice it, a computational state that is extended in space and
> time can't be captured on a slice. It's on multiple slices and so it can
> overlap with other computational states and this implies an inherent
> order. Of course this wouldn't apply if spacetime is itself discrete, but
> assuming that would be at a much finer level than computational states then
> the spacetime relations would supply continuity to the computational states.
That's all true, and QM and SR have been known to disagree on this for a
long time, I believe. I doubt that anyone would try to identify observer
moments with snapshots or foliations (especially if they're generated in
arithmetic, of course)
> And it seems experimentally that spacetime is not discrete even below the
> Planck length.
I'd like to know how watertight that result is. IIRC they were looking for
a particular type of granularity - was it to do with the holographic
principle? I believe it rules out some theories (LQG?) which assume
space-time is granular (in a particular sense...) ? I would like to know
more about this.
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