This supplement applies the MUT v5.8 framework to the quantum measurement problem, offering a deterministic reinterpretation of wave-function collapse. Within this model, observation is not a passive act but a physical interaction between two Effective Background Scalar Field (ΦA) fluxes: that of the observer and that of the observed system.The transition from a distributed frequency state to a localized phase-locked state is shown to arise from flux coupling, enforcing a specific local scaling factor �. This synchronization mechanism naturally produces particle localization without invoking probabilistic collapse postulates.By modeling measurement as frequency tuning within the ΦA substrate, the paper reframes the Observer Effect as a substrate-level phase synchronization phenomenon, providing a unified scalar-field explanation for quantum measurement and state reduction.
Myomin Aung (Sun,) studied this question.