c2_action
plain-language theorem explainer
The c2 planet strata test case maps by definition to the analysis action of estimating the phi power ratio. Researchers implementing Option A empirical schedules cite this when assigning computational procedures to scheduled observations. The proof is a direct reflexivity check on the explicit case clause in the action assignment function.
Claim. The analysis action assigned to the planet-strata combination equals estimation of the phi power ratio: $analysisAction(c2PlanetStrata) = estimatePhiPowerRatio$.
background
The Option A empirical action plan supplies concrete analysis actions for each scheduled test combination. The analysisAction function maps every CombinationID to an AnalysisAction variant, with the explicit clause for c2 planet strata returning estimatePhiPowerRatio. This rests on the upstream has class from asteroid ore spectroscopy, which ranks mineral classes by k-rung via characteristic spectral peaks at frequencies ω_k = ω_0 · φ^k.
proof idea
The theorem is a term-mode reflexivity proof that unfolds directly from the case analysis inside the definition of analysisAction.
why it matters
This declaration supplies the concrete action slot for the c2 planet strata test inside the Option A empirical plan, completing the first-pass schedule mappings. It connects to the Recognition Science phi-ladder and self-similar fixed point through the phi power ratio. No downstream theorems depend on it yet, leaving its integration into larger empirical validation pipelines open.
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