LHFT Constants and Readout Status

This HTML/MathJax document provides a structured comparison table of important physical constants and their current readout status within Log-Harmonic Field Theory (LHFT) by Christian Baganz.The table compares standard measured or defined values with the corresponding LHFT interpretation, formula, closure level, and open proof obligation. It separates ordinary measured constants from LHFT projection readouts, relationally derived quantities, normal-form closed results, and still-open microscopic derivations from S₁L.The document covers:A. Fundamental recovery constants: c, h, ℏ, G, k_B, N_AB. Electromagnetic constants: e, α, α⁻¹, ε₀, μ₀, Z₀C. LHFT impedance and coupling readouts: K_α, K_a, g_a, g₁, g₂, g₃, θ_WD. Particle masses: m_e, m_p, m_n, m_μ, m_τ, m_W, m_Z, m_H, m_γE. Atomic constants: λ_C, r_e, a₀, R_∞, σ_T, E_h, E_Ry, μ_B, μ_NF. Cosmological parameters: H₀, Λ, Ω_b, Ω_DM, Ω_Λ, Ω_m, T_CMBG. Dark-sector LHFT quantities: X_eff, X₀, V_X† C_X⁻¹ V_X, g_comp, P_O(z), Ω_darkThe strongest current numerical LHFT result presented is the Alpha readout:K_α = α⁻¹ = 137.0359991962This result is classified as normal-form closed; microscopic derivation from S₁L remains open.The document does not claim a complete derivation of all physical constants from LHFT. Instead, it provides a conservative status map distinguishing:measured or defined constants,LHFT relational readouts,normal-form closed results,candidate interpretations,and open S₁L proof obligations.Its central methodological distinction is:measured value ≠ relational recovery identity ≠ normal-form closure ≠ microscopic derivation from S₁L.The purpose of the document is to provide a transparent reference table for future LHFT work on constants, coupling impedances, atomic recovery quantities, particle masses, cosmological parameters, and dark-sector complement readouts.