The Artian Hamiltonian Framework for QTT

The Artian Hamiltonian Framework for QTT Version: 3.02 Concept DOI: 10.5281/zenodo.20484906 Author: Ali Attar Website: quantumtraction.org Prior public version record: Zenodo 20484907 This paper develops the Hamiltonian of Quantum Traction Theory (QTT) on Artian Geometry as a finite-capacity source generator of completed address events. The laboratory Hamiltonian is not treated as the source object. It is the Access-Law image of a deeper Artian ledger: source first, access second, audit last. Version 3.02 is a paper-overhaul revision. It adds a first-time-reader front door for scientists, a load-bearing axiom and QTT-exclusive concept map, an Artian's Universe statement, concept-DOI citation discipline, website/book deep anchors, and an explicit AI-assistance and review-function disclosure. It does not add fitted constants and does not promote any conditional access row to observation-green status by prose. The source Hamiltonian rail is organized around the real-\(J\) master equation \[ J_\Sigma\hbar\,\partial_T\rho_\Sigma = [H_\Sigma^{\rm src},\rho_\Sigma]_J, \] with the full ledger generator \[ \frac{d\rho_\Sigma}{dT} = -\frac{1}{\hbar}J_\Sigma^{-1}[H_\Sigma^{\rm src},\rho_\Sigma]_J +B_{A3}[\rho_\Sigma] -D_{A2}[\rho_\Sigma] +C_{A7}[\rho_\Sigma]. \] The laboratory Hamiltonian is the access image \[ \rho_W = \frac{A_W\rho_\Sigma A_W^\top} {\operatorname{Tr}(A_W\rho_\Sigma A_W^\top)}, \qquad J\hbar\,\partial_{t_{\rm lab}}\psi_W = \left(\frac{dT}{dt_{\rm lab}}\right)H_W^{\rm lab}\psi_W. \] The capacity endpoint is tied to the Unified Equilibrium Law: \[ E_\ast=\frac{\hbar}{\tilde t_A}=\frac{\hbar c}{\ell_A}, \qquad E_\ast\tilde t_A=\hbar, \qquad Q^{\rm bundle}=2\pi. \] Main status labels: FRAMEWORK RAIL: source-side Hamiltonian grammar for completed address events. SOURCE LAW: Access Law separates source generator from laboratory readout. NO-SMUGGLING GUARDRAIL: observed values may audit a row but may not define the source object. ACCESS-MAP PENDING WHERE APPLICABLE: sector rows remain conditional until source matrices, access map, and laboratory comparator are printed. Load-bearing QTT anchors: A1/A2: source time and endurance define the ledger clock before laboratory proper time is read. A4: the real-\(J\) dial supplies phase rotation without making the imaginary unit a primitive source object. A5-X: a readout is a completed modular-capacity event, not a coordinate on a pre-existing grid. A6: finite capacity blocks ultraviolet and infinite-capacity source interpretations. A7: same-universe bundle closure requires \(Q^{\rm bundle}=2\pi\). Access Law: laboratory Hamiltonians are projected readouts, not source objects smuggled back into ontology. Unified Equilibrium Law: energy, action, four-volume support, and gravitational readout share one Artian capacity endpoint. Website deep anchors: Corpus Tree row: quantumtraction.org/doi-map/#record-20484907 Lexicon: Hamiltonian framework: term-hamiltonian-framework Lexicon: completed address event: term-completed-address-event Lexicon: Access Law: term-access-law Lexicon: Artian's Universe: term-artian-s-universe Two Universes comparison: quantumtraction.org/two-universes/ Derivation Atlas: quantumtraction.org/derivation-atlas/ Related QTT anchors: Main book concept DOI: 10.5281/zenodo.17527179 Least-action / Feynman / action quantum framework: 10.5281/zenodo.20098143 Observation as Access: 10.5281/zenodo.20114403 From Ledger to Born: 10.5281/zenodo.20118242 From Rotor to Wavefunction: 10.5281/zenodo.20119662 The Artian Lagrangian Framework: 10.5281/zenodo.20657182 Included files for the v3.02 deposit: PDF paper, Version 3.02 LaTeX source Local load-bearing map style module Zenodo description HTML Metadata and render-audit notes