One-read audit of gravity parameters and equations, suggesting a new framework for quantum gravity analysis.
A One-Read Audit of Newton's Constant, Einstein Coupling, Horizon Counting, and Finite Quantum Source Dynamics Version: 2.0 Concept DOI: 10.5281/zenodo.21303020 Author: Ali Attar Website: quantumtraction.org Main Book: Artian Geometry & Quantum Traction Theory, v10.01 This 53-page sourcebook gathers the complete QTT gravity programme into one auditable document. It reconstructs the finite address geometry, the structural Newton identity, the six correlated endpoint faces, the scalar-lock and electroweak readout operators, the declared infrared recovery of Einstein's equation, its PPN and binary-radiation consequences, finite horizon state counting, finite quantum source dynamics, ultraviolet scope, singularity bounds, Lorentz stability, matter integration, frozen prediction rows, and the exact open gates. The source spine is \[ Vₚᵢₓ=π/6_A^3, VSQ=4π_A^3, Q_Σ=8π_A^2, Δ V_4=4π_A^4. \] A2 endurance then gives \[ { ∇\!· g=-4π G_Aρ, G_A=_A^2c^3/ = c^5/E_*^2 }. \] Under the explicitly declared local, covariant, conserved, second-order infrared metric domain, the laboratory shadow is \[ { Gμν+ΛA3gμν =8π G_A/c^4TμνA2 }. \] The same completed surface count gives the horizon row \[ { N_H=2π A/Q_Σ=A/4_A^2, S_HQTT=k_BN_H }. \] The strongest non-gravitationally anchored numerical face is \[ { _A(γ H) =23/4 c\,q_H R_HEW√G_F, G_A(γ H) =6.674301412456×10⁻¹¹\ { SI} }. \] The two small source/readout factors are themselves reconstructed: \[ { q_H =2Δ_H(B) =2exp\![-4π^2-1/8ρ^2] } \] \[ { R_HEW =exp\![ -{αQTT}{8ρ^2} √{6+ρ⁻²} ] =0.9999335312550867 }. \] Against the declared CODATA comparator this is a \(+0.211626\) ppm central residual, or \(+0.009416σ\). The paper also prints the constructor alphabet, exact and sampled search audit, anchor class, uncertainty propagation, and correlated-face rank, so the numerical landing can be examined without treating six faces as six independent experiments. The finite quantum source layer is explicit: \[ { ρ_Σ(n+1) =U_Σρ_Σ(n)U_ΣT, U_ΣTU_Σ=I }. \] The sourcebook also preserves the exact scientific boundary. No confirmed E5 out-of-sample gravity observation is claimed. Source-only absolute-SI closure through the K2 caesium packet, all-loop and nonperturbative gravity reconstruction, a unique singularity interior, and the unique astrophysical horizon spectrum remain open and are printed as open. Reader routes: gravity authority page, machine-readable reference, and ten-claim manifest. Included files: 53-page PDF complete modular LaTeX source numerical verifier and generated certificate Constructor Alphabet v2.0 receipts machine-readable ten-claim gravity manifest scientific and render audits SHA-256 release manifest
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Attar Ali (2026) studied this question.
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