What was already known
The target is a uniform half-plane bounded away from 1, across conductors and heights. This is distinct from a finite-height computation.
What changed and why it matters
Addresses a substantive research target in the specified setting; this is a reported advance whose correctness and novelty remain subject to mathematical assessment.
The AI contribution
OpenAI attributes the manuscript to an internal frontier model. This entry does not infer the exact human contribution to this individual result from the release-wide description.
Limitations
This is the quasi-Riemann hypothesis, not the full Riemann hypothesis. The principal pole at 1 is allowed. Preprint. AIProofWatch reviewed the source statement and scope, not the full proof, and has not independently run a formal checker.
Verification evidence
Evidence labels show what supports the claim. Importance rates its impact if correct.
Author claim
Reported theorem in the pinned manuscript. This records the claim, not an independent proof check.
Accessible artifact / proof
Manuscript proof is accessible. Formalization availability alone is not labelled as successful formal verification.
Correction and publication history
Editorial importance reassessment: rate the scoped impact if correct independently from verification. The claim, limitations, sources, and verification evidence are unchanged.
Read this published revisionHistorical seed, researched for the initial catalog. Initial alerting disabled.
Read this published revision