On 27 Jul 2017, at 12:07, Stathis Papaioannou wrote:


On Thu, 27 Jul 2017 at 6:18 pm, Bruno Marchal <[email protected]> wrote:
On 26 Jul 2017, at 22:26, John Clark wrote:

On Wed, Jul 26, 2017 at 3:50 AM, Bruno Marchal <[email protected]> wrote:

​​>> ​The bet was about who would be "you".

​> ​That is ridiculous. By definition of the Digital Mechanist assumption, we know that all copies will be you.​ ​The bet is not on who will be you, (as we know both will be), but on which first person experience, you, (here and now in Helsinki: no ambiguity) will live in the future

​No ambiguity?? If that ​is ​what "you" means then that's ridiculous squared! The​ ​"you"​ here In Helsinki now on Wednesday July 26 2017 at 17:20:05 Coordinated Universal Time will not exist tomorrow because tomorrow ​nobody ​who answers by the name Bruno Marchal will be in Helsinki​,​ and even more important because Wednesday July 26 2017 17:20:05 Coordinated Universal Time will never come around again. If that's ​really ​ what "you" means then "you" die every nanosecond with or without a people duplicating machine. But if "you" means somebody who remembers being Bruno Marchal on​ Wednesday July 26 2017 ​at ​ 17:20:05 Coordinated Universal Time, and I can't imagine what else it could mean, then "you" will be alive tomorrow, and if duplicating machines are involved "you" could be alive in several different places at exactly the same time. Odd yes paradoxical no​ .​

Nobody said it is paradoxical. "you" can be it in two places, sure, but you cannot feel to be in two palces, and the question is where you will feel to be.

3p/1p confusion.






​> ​For the same reason you can bet in Helsinki that, whatever happen, you will drink a cup of coffee

​It must be subconscious, it's so ingrained and so taken for granted that people on this list ​​simply can not stop themselves from using personal pronouns. ​

​> ​It seems to me you were just confusing the 3p and 1p views.

It's true ​I am confused. Tell me which ONE of those 1001 people has THE 1p view and I will be less confused.​


The question is on their future 1p view. They all have it. From their first person perspective, they all have "the" view, and they all see the symmetry broken, confirming the FIRST PERSON indeterminacy.






A more difficult question would appear if you are told that you will be duplicated in one copy in Washington, and 999 copies in Moscow, but you are told that the copies in Moscow are totally identical, and will never differentiated.

​Then there are only 2 people not 1000.​

Exactly.





​> ​In that case, there is only two first person experiences

​Agreed.​

​> ​and the probability remains 1/2

​Huh? The probability of what?​


The probability of ending living in Washington from the first person point of view. Both first person, despite here the 1000 bodies, confirm this.

Here I would say the probability of ending up in Washington is 1000 times as high, even if the 1000 copies never differentiate.


Consider a computer, C, implemented with a boolean graph, so there are wires, + NAND, say.

Imagine we double each wires and gates, in a ways such that they don't touch. That gives a new computer functionally equivalent with C, having perhaps less thin wires than C. But that gives also a duplication of C, even if quite close together.

If you are right, then, in the duplication experience, if in Moscow they use thick wires, and in Washington thin wires, the probabilty P(M) will be bigger than P(W). Yet, they are both digitally and functionally (at the right level) equivalent.

So I have some doubt that your answer is coherent with the mechanist hypothesis.

The probabilities are always about the first person experiences. They do not need to be distinct, though, but there need to be distinguishable in principle, and it is hard to imagine protocol to capture this. It is about the point where I move to the math theory of self-reference.

Also, what is P(M) and P(W) in case you are told (in Helsinki) that they will build two identical reconstitutions in Moscow, evolving identically for a period of time, and then fuse them, to get one more solid computer?

Bruno











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Stathis Papaioannou

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