On 19 May 2014 12:13, meekerdb <[email protected]> wrote:

>  On 5/18/2014 4:23 PM, LizR wrote:
>
>  On 17 May 2014 11:05, meekerdb <[email protected]> wrote:
>
>>   On 5/16/2014 2:41 PM, LizR wrote:
>>
>>  On 16 May 2014 17:14, meekerdb <[email protected]> wrote:
>>
>>>  On 5/15/2014 10:04 PM, freqflyer07281972 wrote:
>>>
>>> So do you think there is some merit in Kauffman's conclusions? Do you
>>> think it is possible to reason about "the Void"? Or meaningful? Or useful?
>>>
>>>
>>>  Sure, it's possible to reason about anything.  Whether you can arrive
>>> at something useful is an open question - one can but try.  I like the late
>>> Norm Levitt's remark, "What is there? EVERYTHING! So what isn't there?
>>> NOTHING!"
>>>
>>
>>  Or one could paraphrase Russell Standish - What is there? NOTHING! -
>> Which is EVERYTHING!
>>
>>  I like Russell's version, which creates more of a *frisson*. Although I
>> assume Levitt is claiming the existence of a multiverse (EVERYTHING implies
>> that of course).
>>
>>
>>  I doubt that, Norm was rather a fan of Bohmian QM.
>>
>
>  I had the chance to talk to Jim Al-Kalili at the Auckland Writers
> Festival and I was surprised to find his favourite interpretation of QM is
> also the Bohm one, which hasn't been coming up much in Max Tegmark's polls
> of physicists recently. (I believe it's the multiverse but with one
> universe "more real" than all the others, or something similar).
>
>  Obviously I didn't have much to go on with Mr Levitt, just the quote you
> supplied, but ISTM "What is there? EVERYTHING!" could be taken to mean that
> everything that can exist exists (i.e. Everett). An alternative reading is
> that he is saying he thinks the universe is infinite, which also gives us
> everything that can exist. I'm not sure how else one can interpret
> "EVERYTHING" especially when it's emphasised like that.
>
>
> You're reading to much into it.  Norm wasn't involved the everythingism of
> Tegmark and Marchal.  He was making a tongue-in-cheek paraphrase of W. V.
> O. Quine's, "Nonbeing must in some sense be, otherwise what is it that
> there is not?"  Norm was interested in defending the existence of a
> Platonic realm of mathematics, but one that "existed" in a different way
> than the material world.
>

Like I said, you didn't provide much to go on.

>
> Brent
> "The duty of abstract mathematics, as I see it, is precisely to
> expand our capacity for hypothesizing possible ontologies."
>          --- Norm Levitt
>

Max T has definitely adhere to that.

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