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A mathematician used Fable 5 to disprove a major math problem

A mathematician used Anthropic’s Claude Fable 5 to disprove the 87-year-old Jacobian conjecture in a matter of hours.

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10730Jul 21 13:29Jul 23 04:29 UTC

🌍 Cross-language spread

Newsylist detected this story across 2 language editions of the world's news.

🇬🇧 English Jul 21, 03:29 UTC
🇫🇷 French Jul 21, 12:21 UTC · tomsguide.fr

Detected by matching proper nouns and figures that survive translation. Times reflect when each edition's coverage was first indexed.

The brief

A mathematician has claimed to disprove the Jacobian conjecture, a mathematical riddle dating back to 1939. The process involved using the AI model Claude Fable 5 to find a counterexample.

Coverage from New Scientist, Mashable, and Glitchwire emphasizes that the solution took only a few hours and took the mathematical community by surprise. ForkLog specifies that the AI identified the counterexample, while Inshorts reports that Alpöge's function also output three new numbers.

Future attention will likely focus on the verification of the claim and the implications of the three new numbers generated by Alpöge's function.

Synthesized by Newsylist from the headlines below under a strict no-invention contract. ✓ fact-checked: all claims supported by sources Updated 46d ago.

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Quick answers

Which AI model was used to solve the problem?

The mathematician used Anthropic's Claude Fable 5.

What is the Jacobian conjecture?

It is a major math problem and riddle that has remained unsolved for 87 years, originating in 1939.

How long did it take to find the counterexample?

According to Glitchwire, the conjecture was disproven in a few hours.

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