This paper develops a Causal Memory Gravity (CMG) model in which quantum measurement and the formation of stable fermionic states are treated as two sides of the same local physical transition. Instead of adding wavefunction collapse as an external rule, the paper models it as a dynamical loss of criticality: when local memory load crosses a threshold, a coherent near-critical mode decays into a dissipative attractor. The work also shows that stable three-body fermionic composites are not generically produced by the minimal local model, but can arise once a small cooperative memory term is included. That term is derived from a minimal K4K₄K4 motif of the underlying Dynamic Planck Network and is then tested on a real exported DPN graph, where all proton-like motifs in the sample satisfy the required positivity condition. As a further application, the paper derives a symbolic expression for the neutron-proton mass splitting. The electromagnetic sector is only partially closed at this stage: the current export is defect-free, while the dynamical mechanism for a nonzero magnetic renormalization remains future work.
Jovica Petrovski (Sat,) studied this question.