I started reading it, and although I'm certainly not qualified to critique it, I think I understand the gist of it.
I found this to be absolutely fascinating. I mean, sure, when you think about the paths the ball can take, you kinda get it, but it's still interesting.
My question is, the proof does not rely on chaotic systems, but if you implement a turing machine that simulates a chaotic system, does that make the entire system chaotic?
Elias Mårtenson
npub1qh…3qhxt
2025-12-23 11:52:34 UTC
in reply to nevent1q…35u3
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npub1qhmvul058af20389edx4p2vnuxs68d9cehk544e4hj0l0rkhwuasn3qhxtSeen on
wss://relay.momostr.pinkPublished at
2025-12-23 11:52:34 UTCEvent JSON
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