Artian Holonomy and the Aharonov-Bohm Effect: A QTT Source-Access Interpretation of Electromagnetic and Gravitational AB Phases

Artian Holonomy and the Aharonov-Bohm Effect Version: 1.0Author: Ali AttarWebsite: quantumtraction.orgMain book: 10.5281/zenodo.17527179 This paper gives a Quantum Traction Theory (QTT) source-access interpretation of the Aharonov-Bohm effect. Electromagnetic AB is treated as A4 real \(J\)-dial holonomy: the gauge potential is the dial connection, the Wilson loop is the completed address-loop rotation, and the textbook complex phase is recovered by the projection \(J↦ i\). Gravitational AB is treated as A2 endurance/proper-time holonomy: the matter-wave phase reads the A2 endurance clock difference between two paths in the infrared metric shadow. The central QTT phase ledger is \[ WγQTT = exp\{ J[ q/ c∫_γ A_μ\,dx^μ - mc^2/∫_γ dτA2 ] \}. \] For two interferometer arms, the relative phase is \[ ΔΘQTT = J[ q/ c∮γ_1-γ_2 A_μ\,dx^μ - mc^2/ ( ∫γ_1dτA2 - ∫γ_2dτA2 ) ]. \] The paper recovers the standard low-energy magnetic AB phase and gravitational matter-wave phase. It does not claim ordinary AB experiments uniquely prove QTT; they are consistency tests. The QTT-specific content is the source ontology, the finite address chain-complex formulation of flat but nontrivial holonomy, the source/access no-smuggling firewall, and the A6 high-density finite-capacity frontier. Main status labels: Sigma-AB-A4-DIAL-HOLONOMY-SOURCE-CLOSED Sigma-AB-TEXTBOOK-PHASE-RECOVERED Sigma-GRAV-AB-A2-PROPER-TIME-READOUT-CLOSED-AS-IR-SHADOW Sigma-GRAV-AB-OVERSTREET-CONSISTENCY-GREEN-NOT-DISCRIMINATING Sigma-AB-A6-HIGH-DENSITY-DEVIATION-FRONTIER The gravitational section explicitly references the QTT A2 Endurance-to-Einstein-field paper, because gravitational AB is read here as a proper-time/endurance holonomy in the infrared metric shadow, not as evidence for a graviton source ontology. Related QTT anchors: Main book: Quantum Traction Theory: Main Book v10.01 A2 Endurance to Einstein-Field Dynamics: 10.5281/zenodo.20763263 Hamiltonian Framework: 10.5281/zenodo.20484907 Aharonov and Bohm (1959): 10.1103/PhysRev.115.485 Overstreet et al. (2022): 10.1126/science.abl7152 Included files: PDF paper, Version 1.0 LaTeX source Render audit Zenodo metadata draft SHA256 sums