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An interactive, beginner-friendly guide to the Jacobian conjecture, explaining a famous unsolved math problem and its partial solution in 2026 with animations and hands-on verification.
Terrence Tao shares a ChatGPT conversation exploring a counterexample to the Jacobian conjecture, demonstrating AI-assisted mathematical reasoning.
Terry Tao explains a counterexample to the Jacobian conjecture in three dimensions, discovered with the help of Fable AI.
Number theorists discovered a counterexample to the Jacobian conjecture in three-dimensional space using the AI model Fabel. After 87 years, the conjecture was disproved, but the planar version remains open.
An AI model named Fable discovered a counterexample to the Jacobian conjecture, a long-standing open problem in mathematics, by finding a polynomial function that meets the special conditions but is not invertible.
Claude, an AI model, reportedly found a counterexample to the long-standing Jacobian Conjecture, verified by multiple LLMs, sparking debate about AI's role in mathematical discovery.
A social media post claims the Jacobian conjecture is false, providing a specific mathematical function as a counterexample.
The Jacobian conjecture has reportedly been disproven by Fable, a significant development in mathematics.
A tweet claims that the AI model Claude Fable produced a counterexample to the Jacobian Conjecture, providing an explicit polynomial map that is not injective despite having constant nonzero Jacobian determinant.
This paper presents Moonshine, an autonomous mathematical research agent that generates conjectures, exemplified by deriving the Neural Jacobian Conjecture from the classical Jacobian conjecture and proving a special case using LLMs.