PS "Fire breathing dragoons <http://en.wikipedia.org/wiki/Dragoon>" indeed!
Tres amusant.


On 21 August 2014 13:24, LizR <[email protected]> wrote:

> On 21 August 2014 11:57, meekerdb <[email protected]> wrote:
>
>>  On 8/20/2014 4:00 PM, LizR wrote:
>>
>>  On 21 August 2014 04:55, John Clark <[email protected]> wrote:
>>
>>>
>>>   There is nothing logically inconsistent about a fire breathing dragon
>>> powered by a nuclear reactor in its belly, but that doesn't prove that such
>>> an animal actually exists.
>>>
>>
>>  Unless you believe that QM necessarily entails a multiverse, in which
>> case they exist somewhere.
>>
>> Do we know that?  If we know 2+2=5 doesn't hold in any universe, how do
>> we know about complex things like fire-breathing dragoons.
>>
>
> Well, the former is logically impossible. The latter isn't, according to
> Mr Clark, so assuming he's right, "everythingism" gives it some (probably
> tiny) measure of reality in a multiverse in which all logically possible
> consequences of the LoP are instantiated, by definition.
>
>
>> That's something that bothers me about everythingism.  Lots of things are
>> impossible in QM, like cloning an unknown state.  Bruno says Newtonian
>> physics is impossible under comp (because there's no FPI).  So I think some
>> agnosticism should be spared for "everything happens somewhere".
>>
>
> It depends whether a consequence of the multiverse is that all physically
> possible events happen within it. I'm told that is the case (and anything
> else would entail it having greater complexity, hence gets "occamed out"
> from immediate consideration). However, I don't see that your final
> sentence above bears any obvious relation to the two in front of it, so yet
> again I find myself unable to follow what you're getting at.
>
>>  > Gödel's theorem might show that mathematics is more than mere
>>>> formalism, but it does not allow us to make the leap to mathematics being
>>>> more than abstract relationships between numbers.
>>>>
>>>
>>>    What else could maths be, apart from abstract relationships between
>> numbers?
>>
>> They could be the ur-stuff of a TOE.
>>
>
> I have no idea what that means.
>
>
>> Bruno says they're not stuff - but then I don't think "stuff" is any
>> better defined that "primitive physical".
>>
>> Brent
>>
>>
>>
>>  (Maybe that word "abstract" causes problems? It's possible (if comp is
>> correct) that "abstract" relations are more real than real ones.)
>>
>>
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