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by PaulDavisThe1st
476 days ago
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I've never had any time for Penrose. Gödel’s theorem "merely" asserts that in any system capable of a specific form of expression there are statements which are true but not provable. What this has to do with (a) limits to computation or (b) human intelligence has never been clear to me, despite four decades or more of interest in the topic. There's no reason I can see why we should think that humans are somehow without computational limits. Whether our limits correspond to Gödel’s theorem or not is mildly interesting, but not really foundational from my perspective. |
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Humans have a special thingy that makes the consciousness Computers do not have the special thingy Therefore Computers cannot be consciousness.
But Dualism gets you laughed at these days so Dualists have to code their arguments and pretend they aren't into that there Dualism.
Penrose's arguments against AI has always felt to me like special pleading that humans (or to stretch a bit further, carbon based lifeforms) are unique.