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A geometric construction of the counterexample to the Jacobian conjecture

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To construct an isomorphism, it suffices to construct iterated (Zariski) A¹-bundles, by Lemma 3.5 of this preprint. [...] This produces the tower of A¹-bundles, finishing the proof.

In the 2026 Jacobian-counterexample construction, the complement of the ramification divisor and hyperplane preimage in P¹×P² is isomorphic to affine three-space.Verified

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Link: https://lovelylittlelemmas.rjprojects.net/a-geometric-construction-of-the-counterexample-to-the-jacobian-conjecture/
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Aug 24, 2026Entered the graphEntered the graph; no copy stored