you know,i it is really mind-blowing. step 1 is the only time, where this system can pop up in it's complete and infinitely large state - given that there is an equivalent of the natural number set it in. With it we would know from Gödel's incompleteness, that there is always some undecidable truth in any such state - and because there is no time yet, that something can blow up to its infinite complete state - and then it is contradictive as well by Gödel's 2nd theorem. This gives the opportunity to have tipping points and pseudo-randomness is in the system.
In my mind that is the "outer" system in which universes or anything else can pop up over time. One can argue how complex adaptation comes into play as well - i won't do that here yet. But the whole system has incredible features - just one axiom (there has been change), just 1 building block (relations) and just 1 principle to rule it all (complex adaptation). Think about it.
In my mind that is the "outer" system in which universes or anything else can pop up over time. One can argue how complex adaptation comes into play as well - i won't do that here yet. But the whole system has incredible features - just one axiom (there has been change), just 1 building block (relations) and just 1 principle to rule it all (complex adaptation). Think about it.
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