Dimensional Oscillation Theory: A Single-Wave Geometric Theory of Fundamental Physics

Dimensional Oscillation Theory (DOT): a single Möbius-topology standing wave in four dimensions reproducing 17 structural constants of physics with zero free parameters. The twist angle φ = 30° is derived from the Dimensional Scaling Theorem (cos²φ = d/N = 3/4). The observer sits at 62° on a Z₃ (one-third-twist) strip — offset by δ ≈ 2° from the anti-gravity node. This single coordinate determines the fine structure constant (0.3%), the Weinberg angle (0.03%), and the baryonic fraction (0.03%) through geometric projection; any one measurement predicts the other two. An exact algebraic identity proves gravity equals the EM–Weak amplitude asymmetry. The EM tilt angle θ = π/8 resolves the Hubble tension:…