On Sunday, October 13, 2019 at 7:11:58 PM UTC-5, Brent wrote:
>
>
>
> On 10/13/2019 1:55 PM, Philip Thrift wrote:
>
> Sabine Hossenfelder
> @skdh
>
> Oh, they are not necessary. The other alternative is that you give up on 
> reductionism. Is that what you want to advocate?
>
>
> Will Kinney @WKCosmo
> ยท
> If the theory matches reality, sure. I really fail to understand 
> physicists' attachment to a clockwork universe fully determined by boundary 
> conditions. Nature apparently doesn't work that way.
>
>
> I think I'm with Kinney.  I don't even see what accepting a probabilistic 
> interpretation of the density matrix has to do with reductionism.  
> Reductionism doesn't require that every event have a deterministic 
> cause...that just leads to an infinite regress, or a supernatural 
> first-cause.
>
> The interpretation problem is why should the diagonal terms be given a 
> probability interpretation at all when in some other basis the density 
> matrix is not even approximately diagonal?  And if it is given a 
> probability interpretation, what about the cases in which there are very 
> (arbitrarily) many vanishingly small diagonal terms whose total probability 
> is significant (or hard to prove they are not significant).  In other words 
> can be justify the observed classical world as "typical" or is it an 
> improbable freak?
>
> Brent
>

Will Kinney  - http://www.acsu.buffalo.edu/~whkinney/ 
<http://www.acsu.buffalo.edu/~whkinney/index.html> - is on the right path ! 
with probabilities (and Sabine H. has always presented a view of 
probabilities that is something where I don't understand what she is 
talking about), but what this is all about is Sabine always states and 
states here):

*QM (or the Schrodinger Equation, SE) is **incomplete** because it does not 
solve* the measurement problem*, so there must be a new nonlinear SE, and 
maybe hidden variables. And BTW, MWI doesn't solve *the measurement problem* 
either.*

and Will is saying 

*If probabilities are integrated in QM, [*but somehow there are no hidden 
variables (whatever they are that Sabine is talking about)] *then it's OK.*

@philipthrift





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