SPSP–SSC Numerical Audit

Provenance of all numbers used across the project. Categories: Empirical observed data; Model Threshold falsifiability bounds; Model Diagnostic internal invariants; Model Formalism definitions/equations.

Context Value(s) Source / Notes Category
PPN / Solar-System tests Perihelion (≈43″/century), light bending (≈1.75″ at solar limb), Shapiro delay (μs scale) Classic GR results; modern planetary ephemerides; Cassini Shapiro test (2003) Empirical
GW170817 speed bound |cGW − c|/c < 10−15 LIGO/Virgo multimessenger BNS (2017) constraint Empirical
Binary pulsars: Hulse–Taylor Orbital decay agrees with GR ≈ 0.2% Weisberg & Taylor (updates through 2005+) Empirical
Binary pulsars: Double Pulsar Orbital decay agrees with GR ≈ 1.3×10−4 Kramer et al. (2006; 2021 precision update) Empirical
Dipole falsification |\u0394dip| < 10−3; |Fdip|/Fquad < 10−3; |β−2| < βthr Adopted conservative bounds for clean exclusion Model Threshold
Cosmology (ΛCDM window) Background H(z) and linear SVT observables ≈ ΛCDM/GR within current errors Planck 2018; BAO; SN compilations Empirical
Recursion-wall bound ΔBnorm ≈ 0.020 Internal bounded diagnostic; falsifiable frontier Model Diagnostic
Echo/phase invariants Mean echo phase ≈ 0.003; spectral radius ≈ 0.932; entropy ≈ 3.71; dominant mode ≈ 40 Internal simulation; robust under zeta-zero scrambling Model Diagnostic
QM embedding CHSH violation S = 2√2 (maximal for Bell state) Standard QM; repeated laboratory validation Empirical
Constraint equation \u2207²Φ = 4πG ρ (validated exterior; elliptic, non-radiative) Defined by projection formalism; no kinetic term for Φ Model Formalism

Reading guide. Empirical entries cite community-standard constraints; thresholds are explicit falsification levels (not fits); diagnostics are internal model invariants awaiting external tests; formalism items are structural equations of the theory.