IndisputableMonolith.Constants.FineStructureConstant
The FineStructureConstant module re-exports positivity of the locked fine structure constant α_lock from the base Constants module. Researchers working on RS-derived constants would cite it when bounding α^{-1} near 137. The module imports the RS time quantum and PhiForcing results to anchor sibling theorems on interval bounds.
claim$\alpha_{\rm lock} > 0$, re-exported from the RS time-quantum module.
background
The module lives in the Constants domain. It imports the fundamental RS time quantum τ₀ = 1 tick. The PhiForcing import supplies the self-similar discrete ledger that forces φ via J-cost. The module re-exports α_lock > 0 and hosts the alphaLock_* family plus fine_structure_derived.
proof idea
This is a definition module, no proofs. It consists of re-exports from Constants together with the imported PhiForcing ledger argument.
why it matters in Recognition Science
The module supplies the positivity and interval facts required by fine_structure_derived. It places α^{-1} inside (137.030, 137.039) and connects to the T5 J-uniqueness and T6 phi-forcing steps of the eight-tick chain.
scope and limits
- Does not derive the numerical value of α.
- Does not prove the full mass-ladder formula.
- Does not address electromagnetic coupling beyond the lock.