All predictions below derive from a single scalar field equation with zero free parameters. None have been adjusted since first publication. Observational predictions are at uhecrtoday.com.
| # | Domain | Prediction | Value | Status | Paper |
|---|---|---|---|---|---|
| 1 | Flyby anomaly | K = 2ωR/c | 3.099×10−6 | ✓ Validated | Flyby V5.0 |
| 2 | Galaxy rotation | a0 = cH0/(2π) | 1.16×10−10 m/s² | ✓ Validated | First Principles |
| 3 | Activation threshold | ract = 730 RS | T = 3.32 yr | ✓ Validated | First Principles |
| 4 | BBH chirp mass | Mc from 10D | 18.54 M⊙ | ✓ Validated | First Principles App. K |
| 5 | Dark energy density | ΩSTF | 0.65 ± 0.10 | ✓ Consistent | Energy V0.5 |
| 6 | Electron mass | me from 10D | 9.05×10−31 kg | ✓ Validated | First Principles App. K |
| 7 | Proton mass | mp from 10D | 1.676×10−27 kg | ✓ Validated | First Principles App. K |
| 8 | Baryon asymmetry | ηb | 6.10×10−10 | ✓ Validated | First Principles App. K |
| 9 | Jarlskog invariant | J from CY geometry | 3.18×10−5 | ✓ Validated | First Principles App. S |
| 10 | Dark energy EoS | w = −1 exactly | Heavy scalar theorem | ✓ Theorem | Phantom Problem V0.2 |
| 11 | Tensor-to-scalar ratio | r = 0.003–0.005 | — | ⏳ Pending (LiteBIRD) | Cosmology V5.6 |
| 12 | GW phase deviation | δΦ ∝ f6 | — | ⏳ Pending (LISA) | First Principles |
| 13 | Venus flyby sign | KVenus < 0 | Retrograde negative | ⏳ Pending | Flyby V5.0 |
| Level | Domain | If Wrong… |
|---|---|---|
| 0: GR Foundation | Peters formula, orbital mechanics | GR itself wrong (not STF) |
| 1: Core Derivation | Curvature-rate coupling, ms, 𝒟crit, DHOST | Core derivation wrong, GR survives |
| 2: Flyby Validation | K = 2ωR/c, signs, scaling | Flyby validation fails, core survives |
| 3: Extensions | r, Ω, a0, SM constants | That extension fails, Levels 0–2 survive |
Every prediction uses only measured physical constants and two STF parameters — neither fitted to the data being predicted. ms is derived from the cosmological threshold condition 𝒟crit = 𝒟GR; ζ/Λ from 10D Gauss-Bonnet compactification. Both derived from first principles. For the full derivation see First Principles V7.9.