We project particle systems into a 3space, but what if a traveling regularity in the universe graph is insufficiently constrained to map it to 3 dimensions? It will occupy a region in computationally expensive ways, but only if we insist on computing the missing spatial indices.
The shortest theory among those that best explains all observations from past observations, for all observations and past observations (= Solomonoff induction). (Since I don't have a theory that provably explains all observations, I have to use proof candidates, unfortunately.)
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No, I am proposing looking for extremely simple models one level of emergence below incomputable and therefore likely impossible ones.
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