Claude Fable 5 shocked the math world.

@ai.honeycove

62.8K followers · usually 4.6K views a post

Views

131.8K

Likes

5.9K

Comments

143

Shares

636

Selling · SaaS › AI Tool

Claudeseen in 998 videos →https://claude.ai ↗

Why it worked

The video leverages a high-authority, intellectual 'news' hook about a major scientific breakthrough to build credibility for the AI tool, making the product feel essential rather than just marketed.

Summary

The video explains how an AI model named Claude Fable 5 successfully solved the 87-year-old Jacobian Conjecture by finding a counterexample. It highlights the speed and verifiability of the AI's work compared to traditional mathematical research.

Structure

1Introduction of the mathematical breakthrough
2Context on the difficulty of the Jacobian Conjecture
3Explanation of how Claude Fable 5 solved it
4Comparison to traditional AI research claims
5Verification process using Wolfram Alpha

Product placement

Claude (AI model) is the central subject of the video, presented as the tool that solved the math problem.

Original caption

Levent Alpoga at Anthropic used Claude Fable 5 to solve the 87-year-old Jacobian Conjecture by finding a concrete counterexample during the FIFA World Cup final. This breakthrough AI approach cracked one of the hardest math problems ever, verified instantly and changing the future of math research. #anthropic #jacobianconjecture #aibreakthrough #mathematics #numbertheory

More from @ai.honeycove

Their other posts in the index, biggest breakout first.

On-screen text

Claude Fable 5 SHOCKED THE MATH WORLD ANTHROPIC Levent Alpoge (Number theorist at Anthropic) Fable 5 FIFA World Cup Jacobian conjecture 1939 GREAT UNSOLVED PROBLEMS IN MATHEMATICS 1. Riemann Hypothesis 2. P vs NP 3. Jacobian Conjecture Riemann hypothesis P vs NP Fable Opus Sonnet Haiku Counterexample from every other AI research claim

Transcript

Claude Fable 5 shocked the math world. Anthropic just solved an 87-year-old math problem using Fable 5 while he was watching the FIFA World Cup. The problem is called the Jacobian conjecture. Stated back in 1939, it sat on the same list as the Riemann hypothesis and P vs NP as one of the hardest unsolved problems in mathematics. Failed proofs had been piling up for six decades. On Sunday night, Levent Alpoga, a number theorist at Anthropic, set Claude Fable 5 to work on it during the World Cup final. And Fable came back with something nobody had found in 87 years. A concrete counterexample showing the conjecture was never actually true. And here's what makes this different from every other AI research claim. You don't have to take anyone's word for it. The entire counterexample fits in a single post and anyone can verify it on Wolfram Alpha in under a minute. Mathematicians did exactly that within hours. 87 years of the world's best mathematicians walking away empty-handed and Fable did it while someone was watching football.