This record presents Version 2 of the Global Spectral Theory of Everything, a background-independent and relational framework in which physical structure emerges from global spectral properties rather than local dynamics on a predefined spacetime. This version explicitly incorporates falsification and validation results based on Random Matrix Theory (RMT). Systematic RMT tests demonstrate that representative excitation operators exhibit intermediate spectral statistics between Poisson and GOE ensembles. As a consequence, interpretations of the framework as a direct effective theory of hadrons or other strongly chaotic many-body systems are falsified. The theory remains internally consistent at the fundamental level, but does not claim to reproduce low-energy phenomenology, QCD, electroweak physics, or cosmological dynamics. Its role is to provide structural constraints on admissible effective theories rather than concrete phenomenological predictions. The complete mathematical formulation is provided in the accompanying LaTeX source (globalₛpectralₜoecore. tex), and all numerical experiments and RMT tests are available in the linked public repository. This record supersedes the earlier Zenodo record corresponding to Version 1 of the framework.
Grzegorz Olbryk (Sun,) studied this question.