Recoverable Attribution and the Quantum Measurement Boundary: A C 2 = C Interpretation of Wave-Particle Transition

This paper proposes a C 2 = C interpretation of the quantum observation effect and wave-particletransition. The central claim is that measurement does not alter quantum expression becausea human observer looks at a system, but because a physical interaction introduces recoverableattribution into a previously non-finalized continuity state. In standard double-slit, complementarity,delayed-choice, and quantum-eraser contexts, interference is suppressed when which-path or stateinformation becomes recoverably attributable, while interference can reappear in appropriate post-selected contexts when such attribution is erased or rendered non-recoverable. C 2 = C reframesthis structure as a recoverability boundary: wave-like behavior corresponds to continuity expressedwithout forced recoverable attribution; particle-like behavior corresponds to continuity stabilizedinto a recoverable state. This reading is connected to prior C 2 = C papers on lawful physicaldomains and consciousness-gravity continuity, where lawfulness requires identity, recordability, andrepeatability, and matter is modeled as resonance stabilized under gravity-side continuity constraint.The result is not a replacement for quantum mechanics, but a structural interpretation of whymeasurement, recordability, and attribution stand at the center of the measurement problem.