meta_principle_status
plain-language theorem explainer
The declaration registers the meta-principle as a foundational physical postulate by binding a fixed status string. Axiom-registry maintainers and downstream derivations that start from recognition logic would cite this label when classifying claims that bridge logic to physics. It is realized as a direct constant definition with no further computation or hypotheses.
Claim. Let MP be the statement that nothing cannot recognize itself. Then the epistemic status of MP is the string constant denoting a physical postulate.
background
The module maintains an axiom registry that partitions claims into physical postulates, standard mathematical facts, and open problems. The meta-principle appears in the first category as the root logical tautology: the empty set cannot stand in relation to itself. This yields the physical reading that existence requires recognition and recognition requires distinction. Upstream dependencies supply the minimal physical bridge structure (positive c, ħ, G) and the distinguishability predicate (existence of positive x, y whose comparison is non-vacuous).
proof idea
One-line definition that directly assigns the string constant to the identifier.
why it matters
It anchors the entire Recognition Science development by naming the single starting postulate from which the forcing chain (T0–T8), the recognition composition law, and all subsequent physical consequences are derived. The module table explicitly places it at the head of the physical-postulate list, feeding the necessity ledger and the phi-ladder constructions listed in downstream siblings.
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