The Metadata of Matter: The Standard Model as Logical Permission Layers of the Information-Theoretic Logos

The preceding papers in this series derived thirteen cosmological observables from ΩΛ = ln2 with zero freeparameters [1–3]. Here we extend the InformationTheoretic Logos (ITL) framework to quantum field theory and the Standard Model. We demonstrate that: (1) the vacuum catastrophe (10123 discrepancy) is resolved exactly — QFT counts bits in volume while holography places them on the surface, the ratio being exactly rH/ℓP ∼ 1061; (2) the four fundamental forces are four distinct bit-flip operation types on a holographic quantum computer, each governed by ln2; (3) the fine structure constant at the Planck scale is derived as α(MP) = ln2/(2(4π) 3/2) ≈ 1/128.53, within 0.49% of the measured Z-boson value and 0.80% of the Standard Model Planck-scale estimate; (4) particle masses are complexity inertia — the minimum Landauer cost to sustain a particle’s metadata above the de Sitter vacuum erasure floor TdS; (5) the three generations of fermions are nested binary cache levels, with the muon at exactly log2(mµ /me) = 7.692 binary levels above the electron. The framework reduces the Standard Model’s free parameters to one: ln2.