An automatic theorem prover is a kind of AI. Gödel showed its limitations.
There have been entire conferences dedicated to Gödel and AI.
Which of those limitations apply only to AI and not to human intelligence and mathematical reasoning?
Is it somehow surprising that AI can't prove mathematical contradictions to be true?
An automatic theorem prover is a kind of AI. Gödel showed its limitations.
There have been entire conferences dedicated to Gödel and AI.