On Wednesday, July 4, 2018 at 10:57:06 AM UTC-6, Brent wrote:
>
>
>
> On 7/4/2018 1:57 AM, 'scerir' via Everything List wrote:
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>
> *No. I am asserting that the INTERPRETATION of the superposition of states 
> is wrong. Although I have asked several times, no one here seems able to 
> offer a plausible justification for interpreting that a system in a 
> superposition of states, is physically in all states of the superposition 
> SIMULTANEOUSLY before the system is measured. If we go back to those little 
> pointing things, you will see there exists an infinite uncountable set of 
> basis vectors for any vector in that linear vector space. For quantum 
> systems, there is no unique basis, and in many cases also infinitely many 
> bases, So IMO, the interpretation is not justified. AG* 
>
> ***SIMULTANEOUSLY*** was used by EPR in their paper, but that did not have 
> much meaning (operationally, physically).
>
> Can we say that the observable, in a superposition state, has a 
> ***DEFINITE*** value between two measurements?
>
> No - in general - we cannot say that.
>
>
> It's in some definite state.  But it may be a state for which we have no 
> measurement operator or don't intend to measure; so we say it is in a 
> superposition, meaning a superposition of the eigenstates we're going to 
> measure.  So it does not have one of the eigenvalues of our measurement.
>
> Brent
>

*So for the radioactive source, the superposed state, Decayed + Undecayed, 
does NOT imply the system is in both states simultaneously? Same for cat, 
Alive + Dead? Same for ( (Undecayed, Alive)  + (Decayed, Dead) ) for 
Schroedinger's composite system? If that's the case, why would anyone think 
these states are in any way paradoxical or contradictory? AG*

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