Ontological Deconstruction of Vacuum Electromagnetic Constants: A Universal Formula for μ and ε Based on World Quantum Theory

Within the framework of World Quantum Theory (WQT), this paper starts from the ontological definitions of voltage and current established in the companion papers [2][3], and redefines vacuum permittivity ε_m and vacuum permeability μ_p from the particle's own energy structure. In this framework: Voltage reads static energy: V_m = Em / e_m Current is defined as: I_p = Ep / Φ_p = 2·e_m·f_w·(c/v) From these, the permittivity and permeability are directly determined: ε_m = 2·e_m²·v / (x·ℏ·d²) μ_p = x·ℏ / (2·e_m²·v) Both are expressed entirely in terms of particle parameters (e_m, x, ℏ, v, d). No allocation factors, no universal constants. The resonance identity is: 1 / √(ε_m·μ_p) = d For the terrestrial electron where d ≈ c, this naturally gives 1/√(ε₀μ₀) ≈ c. Standard physics obtains 1/√(ε₀μ₀) = c not as a universal law, but as a consequence of the electron's radial velocity in the terrestrial environment. ε₀ and μ₀ are not universal constants; they are readings of the electron in the terrestrial environment. Keywords: World Quantum Theory, permittivity, permeability, static energy, dynamic energy, resonance identity, refractive index