IndisputableMonolith.Physics.DarkMatterAbsoluteCrossSectionScoreCard
This module normalizes the neutrino-reference cross-section channel to cm² units so that the J(phi)-based dark-matter ratio from P0-A6 can be expressed in laboratory units. Physicists comparing Recognition Science predictions to direct-detection bounds would cite the definitions and certification it supplies. The module consists of constant declarations for the reference and DM cross sections together with a certification theorem.
claimThe module supplies the normalized neutrino-reference cross section $\sigma_{\nu,\rm ref}$ (cm²) and the absolute dark-matter cross section $\sigma_{DM}$ (cm²) satisfying $\sigma_{DM}/\sigma_{\nu,\rm ref}=J(\phi)=\phi-3/2$.
background
The module imports the P0-A6 band-scorecard result whose doc-comment states that the native dark-matter cross-section ratio to the neutrino reference channel is the golden-section recognition quantum J(phi) = phi - 3/2. It introduces protocol normalization that converts the Recognition Science native units (c=1, hbar=phi^{-5}) into physical cm² for the neutrino reference channel. The local theoretical setting is the Recognition Science derivation of all physics from the single functional equation, with the J-cost function and phi-ladder already fixed by the upstream forcing chain.
proof idea
This is a definition module, no proofs. It declares the reference and DM cross-section constants in cm² and states a certification theorem whose body is supplied by the sibling declarations.
why it matters in Recognition Science
The module completes the absolute-cross-section step of the P0-A6 protocol by supplying the cm² normalization required for experimental comparison. It feeds the dark-matter phenomenology that uses the J(phi) ratio to set absolute scales. No downstream theorems are listed, indicating it serves as a terminal normalization layer within the physics module hierarchy.
scope and limits
- Does not derive the ratio J(phi) itself (that is supplied upstream).
- Does not evaluate the numerical value of sigma_nu_reference_cm2.
- Does not address interaction channels other than the neutrino reference.
- Does not incorporate experimental bounds or data.