> On 7 Sep 2020, at 13:06, John Clark <johnkcl...@gmail.com> wrote:
> 
> On Sun, Sep 6, 2020 at 6:50 PM Bruce Kellett <bhkellet...@gmail.com 
> <mailto:bhkellet...@gmail.com>> wrote:
> 
> >> Bruce takes the Born probability as the probability that some sequence 
> >> exists (i.e. 1) instead of the probability it is the observed sequence, ( 
> >> |a|^2 ).
> 
> > That is the source of the disagreement. There are two possible questions: 
> > 1) In the N repeats of the binary outcome experiment, what is the 
> > probability that the sequence containing all ones will occur?
> 
> If all possible outcomes of N coin flips exist, as in the case in the set up 
> to your question, then obviously the probability that one of those coin flips 
> is all ones is 100%. It's the same answer as the answer to the question "If X 
> exists then what is the probability that X exists?”.





Except that when you look at the outcome, you are yourself multiplied, and so, 
in the 3p description, you experience all sequences. Yet, you will never 
experience all sequences, but only one of them, from your personal subjective 
pov, so, once you understand that the question is about those pov, the 
objective probability, on the subjective experience, is logically unavoidable.
> 
> > and 2) what is the probability in this scenario that I will experience the 
> > sequence of all ones?
> 
> And that question has the same answer as "How long is a piece of string?".  
> It takes more than just the ASCII symbol "?" to make a question.

Only because you mix the 1p description (about which we are asking), and the 3p 
global description, in which indeed there is no probabilities at all.

Bruno



> 
>  John K Clark
> 
> 
> 
> 
>  
> 
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