IndisputableMonolith.Physics.ParticlePhysicsDepthFromRS
The module establishes that six quark flavors correspond to the six faces of a cube inside the Recognition Science framework. Particle physicists seeking geometric origins for standard-model flavor counts would cite it. Content consists of definitions for detection methods together with explicit equalities that link both quark and lepton flavor counts to cube geometry.
claimThe number of quark flavors equals six and matches the number of faces on a cube: $n_q = 6 = F$. The same geometric identification holds for lepton flavors.
background
The module sits inside the Recognition Science derivation of particle physics from the single functional equation. It introduces DetectionMethod as the enumeration of observable species and defines quarkFlavors together with leptonFlavors as the respective integer counts. These counts are then identified with the six faces of a cube, consistent with the three spatial dimensions forced by the upstream chain.
proof idea
this is a definition module, no proofs
why it matters in Recognition Science
The module supplies the flavor-counting step that feeds ParticlePhysicsDepthCert and the broader certification of particle physics depth. It realizes the cube-face correspondence as a direct geometric consequence of the Recognition Science forcing chain (T0-T8) and the D=3 spatial structure.
scope and limits
- Does not derive quark or lepton masses.
- Does not address gauge interactions or color charge.
- Does not connect flavor counts to the fine-structure constant bounds.
- Does not treat bosonic fields or the Higgs sector.