https://arxiv.org/html/2607.20968
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- In positive characteristic the Jacobian conjecture is standardly formulated as: étale polynomial self-maps of affine space with generic degree prime to the characteristic are automorphisms.
Without evidence. The preprint calls the degree-prime-to-p version the commonly used positive-characteristic refinement and attributes it to Adjamagbo, resting the description on references rather than on argument. Its own mathematics concerns the counterexample, not the formulation. Sep 16, 2026
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A commonly used positive-characteristic refinement of the Jacobian conjecture, originating with Adjamagbo, is the following; see [ 1 , 2 , 3 ] .
Without evidence. The preprint calls the degree-prime-to-p version the commonly used positive-characteristic refinement and attributes it to Adjamagbo, resting the description on references rather than on argument. Its own mathematics concerns the counterexample, not the formulation.
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