Truly brilliant examples from mathematics about why repeated confirmations don’t constitute proofs. Clear morals here for epistemology generally: why induction cannot possibly be a thing. https://youtu.be/kp1C0E8Za7k Just 7 minutes. But you’re convinced by 2:40...
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I wonder if there is a theory why the pattern stops after 10^43 ?
Claim: 10^100^1000 is the largest number "It works for every number up to 10^100^1000 !!" it should be clear that this reasoning is flawed mathematically
