A locally invertible Wolfram model rule that merges branches (a "discrete Jacobian" collision)

Source: Wolfram.com· Edwin Rosero· July 27, 2026
A locally invertible Wolfram model rule that merges branches (a "discrete Jacobian" collision)

This July, the 87-year-old Jacobian conjecture fell: there is an explicit polynomial map C^3 -> C^3 whose differential is invertible at *every point*, yet which globally maps three distinct points to one. Local invertibility everywhere; global information los…

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