Found it. Actually it's about infinite sets more generally than just real numbers, but very interesting nonetheless.
https://www.fountain.fm/episode/asNj3sVbH4DUSt881Env
I was already familiar with the Riemann Rearrangement Theorem, but hadn't given it any deeper thought. Now I wonder, if this isn't a demonstration of inconsistency, what would be?
npub1t4…w4jj5
2026-03-07 13:36:42 CET
in reply to nevent1q…9x2n
Author Public Key
npub1t49ker2fyy2xc5y7qrsfxrp6g8evsxluqmaq09xt7uuhhzsurm3srw4jj5Seen on
wss://relay.damus.ioPublished at
2026-03-07 13:36:42 CETEvent JSON
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"content": "Found it. Actually it's about infinite sets more generally than just real numbers, but very interesting nonetheless. \n\nhttps://www.fountain.fm/episode/asNj3sVbH4DUSt881Env\n\nI was already familiar with the Riemann Rearrangement Theorem, but hadn't given it any deeper thought. Now I wonder, if this isn't a demonstration of inconsistency, what would be?",
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