On Sunday, October 21, 2018 at 10:43:28 AM UTC-5, Tomas Pales wrote:
>
>
>
> On Sunday, October 21, 2018 at 4:28:21 PM UTC+2, Philip Thrift wrote:
>
>>
>>       "reality contains all mathematical objects"
>>
>>
>> Ironically, Tegmark doesn't believe that at all. He says infinite 
>> mathematical entities are "ruining physics".
>> - 
>> http://blogs.discovermagazine.com/crux/2015/02/20/infinity-ruining-physics/
>>
>>
>> The only thing to conclude is that Mad Max published his mathematical 
>> universe hypothesis as a joke!
>> - https://en.wikipedia.org/wiki/Mathematical_universe_hypothesis
>>
>
> Already in his Mathematical Universe paper on arxiv, Tegmark discussed a 
> restricted version of MUH called CUH (computable universe hypothesis). He 
> mentioned that the attractive feature of CUH would be the disappearance of 
> the measure problem and also the exclusion of structures of which we may 
> never know whether they are consistent (due to Godel's second 
> incompleteness theorem) and thus whether they exist. On the other hand, the 
> fact that we cannot calculate probabilities (the measure problem) or find 
> whether a structure is consistent seems like an epistemic problem, not an 
> ontological one. The infinities may exist in reality, we just can't extract 
> useful statistics from them or confirm their existence. But reality doesn't 
> depend on whether we find it useful or whether we can confirm its existence.
>
> The universe in which we live, or even the inflationary multiverse, may be 
> a finite/computable structure but there may also be infinite structures in 
> the larger mathematical multiverse.  
>




If our universe does not have infinitely-computing objects but there are 
other universes that do, that would seem strange.

Why would our universe be left out? :)

- pt 

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