this post was submitted on 10 Apr 2024
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My training is in applied mathematics, so I'm only conceptually aware of strange attractors. It's my understanding that they are chaotic systems that tend towards a stable state. As such I'm a little skeptical of the claim that the universe itself is a strange attractor, since it is broadly predictable and hence not chaotic, and it's expanding and thus not tending towards stability!
I'm referring to the laws of the universe, which have not always been consistent. A strange attractor can form states that are temporarily dynamically stable - and for something like the universe, we may not notice any small changes to 'constants,' as we are directly subject to them (including our tools of measurement). Aside from that, change is likely so slow that we may not even notice it.
Nevertheless, if the big bang is in any form to be believes, we must accept that the universe's basic laws can change, and yet they enter states where they do not noticeably change. If the pattern of the rest of nature holds (massive numbers of similar forms and structures distributed over time and space, where rough repetition along a common theme is a common theme), the universe will probably do similarly.
What would be incredibly odd would be:
Or
Either of those seem unlikely. But, of course, I live in this universe, so I could be biased. :-)