On Tuesday, November 28, 2017 at 5:30:07 PM UTC, John Clark wrote:
>
> On Mon, Nov 27, 2017 at 9:31 PM, Brent Meeker <[email protected] 
> <javascript:>> wrote:
>
> ​>> ​
>>> I think think the string theory Multiverse is related to the inflation 
>>> theory Multiverse and both are related to the  Everett 
>>> ​/​
>>> ​D​
>>> eutsch Multiverse. When 3 different theories independently point in the 
>>> same direction nature may be trying to tell you something. 
>>
>>
>> ​> ​
>> They don't point in the same direction.  The string theory and inflation 
>> theory multiverse posits different universes with different physical 
>> parameters due to random symmetry breaking.  Everett/Deutsch assume the 
>> same physics
>>
>
> ​
> All 3 assume the same physics.
>
>
​For string theory, the multiverse universes could have radically different 
fundamental parameters; e.g., Coulomb's law with force a function of 1/ 
r^3, and/or no gravity, and/or whatever. In MWI, all alleged universes have 
the SAME laws, only difference being what is measured in each universe. AG 

There must be some basic fundamental physical principles that remain the 
> same in every string universe and every
> ​ ​
> Everett/Deutsch
> ​ ​
> universe, although we don't know what they are, we don't know what's 
> really fundamental and what is not. 400 years ago Kepler tried to derive 
> the fact that there are 7 and only 7 planets from pure mathematics but he 
> failed to do so, he failed for 2 reasons, it turns out there are more than 
> 7 planets and he failed because the number of planets is not a fundamental 
> law of logic or physics but is a result of random happenstance. Some of the 
> laws of physics that we think of as fundamental may be like that, they are 
> only true in this universe. But there must be some laws of physics that are 
> true in every universe, I'd bet money that the second law of thermodynamics 
> is one of them
> ​,​
> but there will be others. 
>
> And how is the Eternal Inflation Multiverse fundamentally different from 
> the String Theory Multiverse?
> ​ 
>
>  J​ohn K Clark
>
>    
>
>

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