This paper presents a dynamical cosmology in which physical laws emerge from collisions between inequivalent Hamiltonians. Using decoherence, a Fisher‑metric on coupling space, and a nonlinear relaxation equation, the framework shows how inflation drives couplings toward stable fixed points and selects the observed gauge structure. The model predicts a universal coupling scale \ ( (g) ² = \), a bispectrum signature \ (F (k) k^-^{-7}\), and identifies \ (3+1\) dimensions as the unique stability point of Hamiltonian space.
Robert Clark (Tue,) studied this question.