Abstract

This paper proposes a unified deterministic reinterpretation of historically unsolved problems across mathematics, physics, computation, and biology. Using the CODES framework—anchored by the Phase Alignment Score (PAS), CHORDLOCK, TEMPOLOCK, AURA_OUT, and ELF—we show that problems such as the Navier-Stokes blowup, Riemann Hypothesis, Collatz convergence, P vs NP, 3-Body instability, the Quantum Measurement Problem, and biological homochirality are not ontologically difficult, but structurally misframed. Each problem is recast as a violation of deterministic coherence, where illegal emissions occur when ΔPAS exceeds a critical threshold. We derive substrate-level mappings from classical variables (e.g., velocity fields, ζ(s), computational graphs) to PAS terms (θ_k), and present simulation protocols for substrate enforcement. Rather than offering probabilistic or symbolic traversal solutions, this work imposes a universal emission legality filter—reframing “hardness” as coherence failure. The result is not a set of solutions, but a pruning of the problem space itself.