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SITUATION EXPLAINED: An 87-year-old math conjecture was just disproven, using Claude Fable.• The Jacobian Conjecture, proposed in 1939, claims any polynomial function with a constant, non-zero Jacobian determinant must have a polynomial inverse• Anthropic mathematician Levent Alpöge posted a concrete 3D counterexample on July 19, crediting Claude Fable with finding it, while working on the problem during the World Cup final• How it breaks the conjecture: the counterexample's Jacobian determinant
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