Assesses Higgs and dijet rows using a blind small-x gluon audit framework.
A blind small-x gluon rail for Higgs and dijet rows Concept DOI: 10.5281/zenodo.20938370 Author: Ali Attar Website: quantumtraction.org Main book anchor: Quantum Traction Theory: Main Book v10.01 This paper turns the small-\(x\) proton-beam rail into a blind-audit framework for Higgs and dijet gluon-luminosity rows. The source rail is frozen before empirical PDF tables, measured Higgs rates, dijet rates, or \(K\)-factors can enter. The proton-gluon source rail is \[ g_pQTT(x,μ_A) =16/31/B(2-λ_A,7)x-λ_A(1-x)^6, \] with the running exponent \[ λ_A =1-2_A/24π ∫ln k_B^tlnμ_Xα_sQTT(μ')\,dlnμ', ρ=2πcos(π/8), C_A=3. \] The finite-binomial luminosity row is \[ LggQTT(τ,λ_A) =A_g^2τ1-λ_A ∑ᵢ₌₀⁶∑ⱼ₌₀⁶(-1)ⁱ⁺ʲ{6 i}{6 j}τ^jIᵢⱼ(τ). \] Core labels: Σ-SMALL-X-PROTON-BEAM-ACCESS, Σ-GLUON-LUMINOSITY-RAIL, Σ-HIGGS-DIJET-BLIND-AUDIT.
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Attar Ali (2026) studied this question.
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