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Framework Claims to Resolve Navier–Stokes, Riemann Hypothesis, and P vs. NP
- moonkup 2y agoThis public research release presents a unified mathematical framework claiming to resolve: - Global regularity of the Navier–Stokes equations via Prime-Based Force Dispersion - The Riemann Hypothesis via a deterministic prime distribution function - P vs NP (expressed as p = nP) through a deterministic prime extraction model All derivations are protected under patent filing, but the publication includes provable consequences: energy inequalities, Sobolev regularity, convergence analysis, and large-scale CFD validation. The document is licensed under CC BY-NC-ND 4.0 and uploaded on Zenodo for academic transparency. Link: [Zenodo 논문 링크] I fully expect this to be controversial, but I hope the community here finds the direction interesting. Feedback, validation, or skepticism welcome.
- ano-ther 2y agoThat would be quite a breakthrough. Is there more than the 4-page paper that’s on the page? It seems very scarce on details and proofs. And can you actually patent an algorithm?
- moonkup 2y agoThanks again for your thoughtful questions. If you’re interested in a broader view of the underlying ideas and related work, I’d be happy to invite you to take a look at my ORCID page: https://orcid.org/0009-0009-6929-5875 https://orcid.org/0009-0009-6929-5875 There, you’ll find linked projects, publications, and datasets related to the unified framework I mentioned — including earlier work on DHUT (Deterministic Holographic Universe Theory), deterministic prime modeling, and fluid dynamics applications. I truly welcome feedback, critiques, or questions on any aspect — and I believe open scientific dialogue is essential, especially when the claims are ambitious. Looking forward to your thoughts!