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Claude Fable 5 disproves Jacobian Conjecture
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Claude Fable 5 assisted in discovering a counterexample to the Jacobian Conjecture, a long-standing open problem in mathematics. The model generated mathematical reasoning that led to disproving the conjecture, with the work also verified through conversation with mathematician Terence Tao.
- Claude Fable 5 produced a counterexample disproving the Jacobian Conjecture
- Terence Tao engaged in ChatGPT conversation discussing the counterexample
- Codex-based reproducible proof documented against the Jacobian Conjecture
- Claude Fable stylistically closer to Kimi K3 than Claude Opus
- Prompt crafting increasingly over-rated; direct requests more effective
[HN]hacker news5
Terence Tao's ChatGPT conversation about the Jacobian Conjecture counterexample
With the Help of Codex: A Reproducible Proof Against the Jacobian Conjecture
Claude Fable is stylistically closer to Kimi K3 than Claude Opus
Tweet claiming Claude Fable 5 has helped disprove the Jacobian conjecture
Claude Fable produced a counterexample to the Jacobian Conjecture
[BSKY]bluesky3
Here are 58 words of prompts to GPT-5.6 Pro that got the model to discover that the long-standing Dinitz-Garg-Goemans conjecture is false.
Fable, Sol Pro, Kimi K3: "write me a short but good poem using the Odyssey as a basis, think Tennyson or Cavafy"
Well, the Jacobean Conjecture appears to have just been proven false by Fable.