Artian's HVP Source-Access Reference Framework

Artian's HVP Source-Access Reference Framework Version: 28.01 Concept DOI: 10.5281/zenodo.20732034 Author: Ali Attar Website: quantumtraction.org This release upgrades the Quantum Traction Theory HVP source-access framework with the rho-family population-conservation and rho-prime naming-firewall theorem. Version 28.0 closed the finite nonminimal excited-vector source-word enumeration: \[ \mathcal W_{\rm exc}^{(1),\mathrm{QTT}} = {\rm Sym}^2\!\left(B_{\omega\pi}+2B_{K\bar K}\right), \qquad \delta_{\rm exc}^{\mathrm{QTT}}(\infty)=\pi. \] Version 28.01 adds the conservation layer around that result. The frozen QTT vector ledger already has total source population \[ 279+31+62+9+1+2+256+64=704. \] Therefore an excited-vector contribution cannot be appended as a free ninth vector row. It must refine an already printed source population: \[ \mathcal H_{\rm exc}^{\rm legal} \subset \bigoplus_{i=1}^{8}\mathcal H_i^{V,\mathrm{QTT}}. \] The legal isovector host is the rho-family population \[ \nu_{\rho{\rm -family}}^{\mathrm{QTT}}={279\over704}, \] and inside the declared primitive dyadic source class it decomposes as \[ 279=8\cdot32+(24-1)=256+23=256+16+4+2+1. \] This gives the population word \[ \mathcal W_{\rho,{\rm dyad}}^{28.01}=(256,16,4,2,1). \] The release is deliberately conservative. Population arithmetic is not yet a physical pion form factor. A physical rho-prime-like source payload still requires derived support, width/cut, \(J\)-orientation, camera overlap, and source covariance: \[ F_{\pi,{\rm exc}}^{{\rm src},28.01}(s)={\rm NI}, \qquad R_{2\pi,{\rm exc}}^{{\rm src},28.01}(s)={\rm NI}, \qquad a_{\mu,2\pi}^{\rm exc,28.01}={\rm NI}. \] Here \({\rm NI}\) means not identified by this theorem, not zero. The rho-prime naming firewall is \[ {\partial\mathcal W_{\rho,{\rm dyad}}^{28.01}\over \partial( M_{\rho'}^{\rm PDG}, \Gamma_{\rho'}^{\rm fit}, M_{\rho''}^{\rm PDG}, \Gamma_{\rho''}^{\rm fit}, \theta_{\rm GS/BW}^{\rm fit}, N_d,\ R_d^{\rm lab}(s),\ \langle r_\pi^2\rangle_{\rm lab},\ a_{\mu,d}^{2\pi})} =0. \] A dyadic population bit may not be called a physical \(\rho'\) until its source support and camera map are derived. Main status labels: GREEN: Σ-HVP-VECTOR-704-POPULATION-CONSERVATION-CLOSED GREEN: Σ-HVP-NO-NINTH-VECTOR-ROW-FIREWALL-CLOSED GREEN: Σ-HVP-RHO-FAMILY-DYADIC-POPULATION-WORD-CLOSED GREEN: Σ-HVP-RHOPRIME-NAMING-FIREWALL-CLOSED YELLOW: Σ-HVP-RHOPRIME-SUPPORT-PACKET-PENDING YELLOW: Σ-HVP-SOURCE-COVARIANCE-PENDING YELLOW: Σ-HVP-FULL-PHYSICAL-GLOBAL-FPI-PAYLOAD-PENDING Verifier hashes: Certificate SHA-256: 3f16a8732a3bb494a6a4de3073d195a14dcd7c800adaa1742692977a4bc095b2 Scientific-root SHA-256: 2ba174cce99b4991064a3695490f341898acb495788f1e3fcf26c96e9d430c8e Related anchors: Main book: Quantum Traction Theory: Main Book v10.01 Website: quantumtraction.org DOI Map: quantumtraction.org/doi-map Observatory: quantumtraction.org/observatory Included files: PDF paper, Version 28.01 Complete release package ZIP containing LaTeX source, verifier script, machine-readable certificate JSON, gate summary, render audit, and SHA-256 manifest File-order note: the Version 28.01 PDF is the first/default preview file for this record. The Version 28.01 ZIP is the reconstruction package. If Zenodo displays inherited files from the previous version chain, those are lineage artifacts and are not the current v28.01 paper package.