A theoretical framework derived from one axiom — all states are oscillatory patterns (complex-valued waves with amplitude and phase). Interference is not a second axiom; it is what waves do. From this single statement, with no additional postulates, no free parameters, and no tuning, the framework derives the Born rule via Gleason's theorem, a consciousness equation C (t) = |O₁ − O₂|, a cost function scaling as φᵈ, capacity limits matching working memory data, and five structural failure modes mapping to clinical psychiatric conditions. Quantitative tests with zero free parameters include: reproducing the NGC 3198 rotation curve from baryonic matter alone using a derived acceleration scale a₀ = cH₀/2π; predicting the baryonic Tully-Fisher relation (slope = 4) across 62 galaxies; dissolving the cosmological constant problem and predicting evolving dark energy (w₀ ≈ −0. 65, within 0. 5σ of DESI 2024) ; resolving the Hubble tension via metric compilation (ΔH₀ ≈ 5. 1 km/s/Mpc predicted vs 5. 6 observed) ; and mapping five anesthesia agents to five structurally distinct interference failure modes with EEG confirmation.
Bryan D. Korth (Sun,) studied this question.