Termination for projective log canonical fourfolds with rational boundary

AI involvement AI-led

OpenAI is the credited author of the model-produced projective manuscript. The general Kähler companions are separate results; the human role in this projective proof is not described.

The projective theorem is in an OpenAI-authored model-output manuscript; the release does not support a stronger autonomy attribution.

Importance Major

Would settle ordinary termination for the stated projective log canonical fourfold programs.

Technical verification Reported

Reported is the default when evidence for a higher level is insufficient. The manuscript supplies a long proof, but neither it nor the reviewed repository materials documents a completed human review, Lean proof, or exact certificate for this projective theorem. Reported is the missing-evidence default.

Human understanding Few

Few is the default when evidence for a higher level is insufficient. The manuscript explains its difficulty and branch estimate, but a human explanation of the central proof is undocumented; this is a missing-evidence default.