Evidence bundle for Reducible incidence divisors and the isolation of affine slices in binary-form factorisation spaces
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CC0 evidence bundle for an unrefereed candidate manuscript that presents proofs classifying reducible marked-common-root incidence divisors for adjacent binary-form degrees, excluding affine space in every higher adjacent degree, and giving a cyclic-action obstruction in non-adjacent degrees. The bundle includes bounded exact computational audits; it is not peer review or formal verification.
Status: unrefereed candidate mathematical manuscript. No peer review, no independent external reproduction, and no complete human mathematical verification are documented. Deposit on Zenodo does not upgrade this status; the bundle is offered for scrutiny.
Attribution (repository-reported): credited authors OpenAI Codex 5.6 Sol and Anthropic Fable 5. Research direction and mediation, repository maintenance, and publication: Ian Pitchford, CC0 affirmer only to the extent he holds the relevant rights. These repository-reported labels describe the documented workflow and do not imply endorsement by OpenAI or Anthropic.
Archive: git archive (exact tracked files, no .git directory) of commit c282ba9 (tag v1.0-candidate) of github.com/ipitchford/reducible-incidence-divisors-affine-slices.
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reducible-incidence-divisors-affine-slices.zip
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Additional details
Related works
- Cites
- 10.1090/S1056-3911-2014-00612-3 (DOI)
- Continues
- 10.5281/zenodo.21647607 (DOI)
- Is identical to
- https://github.com/ipitchford/reducible-incidence-divisors-affine-slices/tree/v1.0-candidate (URL)
- Is supplement to
- https://sbseminar.wordpress.com/2026/07/20/the-new-counterexample-to-the-jacobian-conjecture/ (URL)