>
>> * > My scepticism is this: is anything being gained in terms of
>> explanatory power? *
>
>
> Although quite interesting so far Stephen Wolfram cellular automation
> ideas have been no help whatsoever to physicists, but perhaps someday they
> may be, maybe someday we'll find that quarks behave the way they do because
> of some simple cellular automation at work inside them, but even if that
> day comes to pass you're still not going to be able to make a Turing
> machine, or anything else, with just a definition.
>

I just gave a TedX talk on this topic (https://youtu.be/HhNnnKV-h_Q) but,
in short, Wolfram's ideas about the ruliad are extremely helpful for
formalizing physics as a set of transformations and, as such, you can begin
to create a ruleset and test various variations. We are doing this
starting with a physics engine (i.e. a procedurally generated game worlds
with variables physics playable in various game engines including UE5), but
the implication is you can potentially test various rulesets and see what
coheres into a meaningful and observable phenomena.

In that sense, this is like a testing kit to see what other dimensions are
possible.





> ewg
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> Hi Jason,
>>
>> This is really interesting, thanks for sharing. Since Wolfram started
>> going in this direction, something that occurs to me is this: hypergraphs
>> are perhaps one of the most general mathematical constructs that can be
>> conceived of. Almost everything else can be seen as a special case of
>> hypergraphs. Like you say, with the update rules, we shouldn't be surprised
>> if they are equivalent to the UD. My scepticism is this: is anything being
>> gained in terms of explanatory power? Should we be surprised that such a
>> powerful representation can contain the rules of our reality? I do admit
>> that I have to study these ideas in more detail, and there is something
>> really compelling about hypergraphs + update rules.
>>
>> "As soon as one starts talking about “running programs” some people will
>> immediately ask “On what computer?” But a key intellectual point is that
>> computational processes can ultimately be defined completely abstractly,
>> without reference to anything like a physical computer. "
>>
>> Oh boy, John Clark is not going to like this :)
>>
>> Telmo.
>>
>> Am Do, 11. Aug 2022, um 20:35, schrieb Jason Resch:
>>
>>
>> https://writings.stephenwolfram.com/2021/04/why-does-the-universe-exist-some-perspectives-from-our-physics-project/
>>
>>
>> I found this fascinating. It appears to have many similarities with the
>> type of physical reality that emerges from then universal dovetailer, with
>> new ways of explaining it and some new insights.
>>
>> Jason
>>
>>
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