Subcriticality Maintenance Principle

Canonical definition

Appendix A formalisation. Expressed in the formalism of Appendix A, the framework's canonical normative goal takes two admissible forms. The first is maintenance of the loop capacity κS·β·γ·maxV σ'(V) below 1, under which the fixed point is unique at every level of forcing, no inflated branch exists, and the fold is removed rather than deferred. The second, where the first is out of reach, is maintenance of the system on the low branch with margin sufficient to absorb foreseeable perturbation. Both are pursued across the populations and institutional structures in which M-dynamics operate, through combined administration of Class 1 Interventions (on the Ignition Input mobs) and Class 2 Interventions (on κS, β, γ) delivered through the diagnostic-competence pathway that the Knowledge Patch installs. The Ignition-Release Asymmetry fixes the relative cost of the two: because the release boundary sits below the ignition boundary, the second form is more expensive after ignition than the first would have been before it. Two further levers belong to the same goal and are not additions to it. Provision of the Appetitive and the Intrinsic inputs sets the sign and the magnitude of the Treadmill loop gain, and therefore moves the effective threshold rather than the operating point, which is why the A-Floor Requirement is an entailment of Subcriticality Maintenance and not a welfare commitment standing beside it. And the gate operations on leadership authority are necessary at every level of provision, because above the authority threshold no population-level intervention set reduces crisis probability to zero. Subcriticality Maintenance is not M-elimination (architecturally impossible under α > 0 and m_obs > 0) but M-management: keeping the universal baseline of mimetic activation from compounding into PM lock-in and its downstream civilisational consequences. Subcriticality Maintenance is indefinite and ongoing; there is no end state at which it ceases to be required. The Subcriticality Maintenance Principle states that for any system configuration short of the Terminal Phase of the Crisis State Architecture, there exists an intervention set capable of shifting the ratio of correction rate (rC) to mimetic amplification rate (rM) toward correction dominance (rC/rM \> 1), thereby maintaining the system below the Subcriticality Threshold (Pc), such that catastrophic reconfiguration is practically deferrable even though it remains mathematically possible.