This paper provides a formal proof of the global consistency between all core components of the PFUSR framework: Model-I, Model-II, the Universal Inviolable Formula, and the Universal Constitution. Through topological and axiomatic analysis, it demonstrates that all components operate in perfect logical harmony under the fundamental axiom of the unit-one. This proof eliminates potential internal contradictions and establishes the PFUSR as a mathematically sound, self-contained system.
Zhenmin Wang (Sat,) studied this question.