I do not follow the relationship between replication and the movie,
sorry. My naive viewpoint is that after duplicating there are two
different first person views that are not related to each other any
more, well they have the same diary before duplicating but that's it. So
if someone multiplicate 2^(16180 * 10000) copies, then there are that
number of first person views that are however again independent from
each other. So I still do not see the difference with the situation that
I have described. When I travel to somewhere there is some nonzero
probability that I awake in some other place and I have just to ask
where I am.
on 15.03.2011 18:14 Bruno Marchal said the following:
Sorry for the answer's delay, but I am rather busy for March, so I am
Please ask, if this is not clear for you.
Well, if we assume that duplication happens in an unconsciousness
state, then I do not see much difference. By the way, in Astérix &
Obélix Take On Caesar there is an episode not that far from your
example. It is also available on YouTube
In the movie it went quite well.
OK :) Note that in this sequence apparently the copies count for
nothing and are rather easily eliminated!
(*) Which I have already illustrated with the experience where
Sorry, I was not able to follow your example.
Imagine a big screen made of 16180 * 10000 pixels, each pixel capable
of being black or white.
Do you agree that there is 2^(16180 * 10000) images possible. OK? (I
can explain this if someone ask).
Then instead of duplicating you in two. I polyplicate you in 2^(16180
* 10000), and put each of the resulting 'you' in front of each
possible image on the screen.
(For quantum Many worlder, this can be realized in practice, by
putting you in front of a quantum screen with each pixel state
determined by a quantum bit).
Then I reiterated that (giant) multiplication for each of those
2^(16180 * 10000) copies of you, and this 24 times by second (the
typical movie lapses) during 90 minutes (the typical duration of a
movie). I can again to that in practice by sending a beam of quantum
bit (in the state 0+1, and correlating the pixels accordingly).
The question is asked to you before the first polyplication, and is:
what do you expect to see among the following:
-A constant black screen A constant white screen -A silent
version of the first 90 minutes of 2001 Space Odyssey -A silent
version of the first 90 minutes of 2001 Space Odyssey with
spanish subtitle - Apparent white noise, but actually a
description of PI in binary -Apparent white noise.
Is it clearer? What is your answer? Do you see the point?
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