New Preprint Published: A Meta-Methodology for Auditable Proof Search

SEERAVERSE Research Initiative (SRI) has published a new preprint on Zenodo that uses the Riemann Hypothesis as a case study for designing long-horizon proof search.

About the preprint

SEERAVERSE RH Program: A Meta-Methodology for Auditable Proof Search Around the Riemann Hypothesis does not claim a proof of the Riemann Hypothesis or novelty for classical mathematical tools. It proposes a research architecture for preserving attempted paths, failed branches, unresolved bottlenecks, and the next verifiable move.

• Separate an invariant proof spine from the current bottleneck.
• Do not confuse equivalent reformulations with substantive progress.
• Preserve failed branches as reusable negative knowledge.
• Separate qualitative mathematics, effective constants, and finite machine certification.
• Compress the final obligation into an auditable finite gate using interval methods where appropriate.

Japanese and English PDFs are available. DOI: 10.5281/zenodo.23101473