dama_modulation_structure
plain-language theorem explainer
The theorem establishes that the DAMA modulation structure holds by direct appeal to the ANITA upgoing structure. Physicists investigating annual modulation signals in NaI detectors alongside ANITA neutrino events would cite this link when unifying direct-detection and high-energy neutrino anomalies. The proof is a term-mode one-liner that applies the upstream ANITA upgoing theorem.
Claim. The proposition that the DAMA modulation structure holds, defined to coincide with the ANITA upgoing structure from the ledger, is true.
background
The module defines the DAMA modulation from the ledger proposition as identical to the ANITA upgoing from the ledger proposition. This forms part of a chain of experimental anomaly structures that connect observed signals through structural implications rather than numerical fits. The upstream ANITA upgoing structure theorem states that the ANITA upgoing from the ledger follows from the gallium anomaly structure, with its doc-comment recording that the ANITA-upgoing structure implies gallium-anomaly structural input.
proof idea
The proof is a term-mode one-liner that directly supplies the anita_upgoing_structure theorem. Because the target proposition is definitionally equal to the ANITA upgoing from the ledger, the single term discharges the goal without further tactics.
why it matters
This theorem is invoked by the xenon excess structure theorem to establish the xenon excess from the ledger. It completes the experimental implication link from DAMA modulation through ANITA upgoing to xenon excess within the Recognition Science ledger, supplying one step in the chain of structural constraints that must be satisfied by any candidate model derived from the core functional equation.
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