V2.611 - Pre-Registered Predictions for 2027–2035
V2.611: Pre-Registered Predictions for 2027–2035
Status: COMPLETE — ON THE RECORD
Date: 2026-03-16
Objective
Pre-register every quantitative prediction the entanglement framework makes for major experiments reporting between 2027 and 2037. These predictions are computed BEFORE the data arrives, with ZERO free cosmological parameters. If they fail, the framework is falsified. This is the gold standard for scientific credibility.
Framework Inputs
From entanglement entropy (zero free parameters):
- Ω_Λ = 149√π/384 = 0.687749
- Ω_m = 0.312251 (flatness)
- w = −1 exactly (a-theorem protected)
- w_a = 0 exactly
From Planck CMB (external input):
- Ω_m h² = 0.1430 ± 0.0011
- Ω_b h² = 0.02237 ± 0.00015
Derived:
- H₀ = 67.67 ± 0.26 km/s/Mpc
- r_d = 150.85 Mpc (sound horizon)
- Σm_ν = 0.059 ± 0.152 eV (normal hierarchy)
Results: 32 Pre-Registered Predictions
BAO Distances (DESI Y3/Y5, 2028)
| Observable | Predicted | DESI Y1 | Tension | Y5 σ |
|---|---|---|---|---|
| D_V/r_d(z=0.295) | 7.83 | 7.93 ± 0.15 | −0.7σ | ±0.09 |
| D_H/r_d(z=0.510) | 22.11 | 20.98 ± 0.61 | +1.9σ | ±0.35 |
| D_M/r_d(z=0.510) | 13.12 | 13.62 ± 0.25 | −2.0σ | ±0.14 |
| D_H/r_d(z=0.706) | 19.63 | 20.08 ± 0.60 | −0.8σ | ±0.35 |
| D_M/r_d(z=0.706) | 17.20 | 16.85 ± 0.32 | +1.1σ | ±0.19 |
| D_H/r_d(z=0.930) | 17.14 | 17.88 ± 0.35 | −2.1σ | ±0.20 |
| D_M/r_d(z=0.930) | 21.31 | 21.71 ± 0.28 | −1.4σ | ±0.16 |
| D_H/r_d(z=1.317) | 13.73 | 13.82 ± 0.42 | −0.2σ | ±0.24 |
| D_M/r_d(z=1.317) | 27.25 | 27.79 ± 0.69 | −0.8σ | ±0.40 |
| D_H/r_d(z=1.491) | 12.50 | 13.23 ± 0.47 | −1.5σ | ±0.27 |
| D_M/r_d(z=1.491) | 29.53 | 30.69 ± 0.80 | −1.4σ | ±0.46 |
| D_H/r_d(z=2.330) | 8.40 | 8.52 ± 0.17 | −0.7σ | ±0.10 |
| D_M/r_d(z=2.330) | 38.13 | 39.71 ± 0.94 | −1.7σ | ±0.55 |
13 BAO observables, all within 2.1σ of current data. No >3σ outliers.
The two most-stressed bins (z=0.51 D_H and z=0.93 D_H) are the SAME bins that tension Planck ΛCDM. This is not a framework-specific problem — it’s a property of the DESI Y1 data.
Growth Rate fσ₈(z) (DESI/Euclid RSD, 2028)
| z | fσ₈ predicted | Expected ±σ |
|---|---|---|
| 0.38 | 0.459 | ±0.014 |
| 0.51 | 0.459 | ±0.014 |
| 0.70 | 0.449 | ±0.013 |
| 0.85 | 0.437 | ±0.013 |
| 1.05 | 0.417 | ±0.013 |
| 1.40 | 0.380 | ±0.011 |
| 1.65 | 0.354 | ±0.011 |
7 growth rate predictions with ~3% precision expected.
Dark Energy Equation of State (DESI Y5 + Euclid, 2029)
| Parameter | Predicted | Current | Future σ | Falsification |
|---|---|---|---|---|
| w₀ | −1.000 | −0.55 ± 0.21 | ±0.05 | >5σ = dead |
| w_a | 0.000 | −1.75 ± 0.73 | ±0.20 | >5σ = dead |
w = −1 is a THEOREM (a-theorem protected), not an assumption. If w ≠ −1 at >5σ with consistent supernova samples across surveys, the framework is falsified with no escape route.
Current DESI Y1 tension (w₀ ≈ −0.55, w_a ≈ −1.75) is driven by supernovae, not BAO. DESI’s own BAO data prefers w = −1.
CMB and H₀ (CMB-S4 2030, Simons Observatory 2027)
| Observable | Predicted | Current | Future σ |
|---|---|---|---|
| N_eff | 3.044 | 2.99 ± 0.17 | ±0.03 |
| Σm_ν (eV) | 0.059 | — | ±0.02 |
| Ω_Λ | 0.6877 | 0.685 ± 0.007 | ±0.002 |
| H₀ (km/s/Mpc) | 67.67 | 67.36 ± 0.54 | ±0.40 |
Framework REQUIRES N_eff = 3.044 (SM value). CMB-S4 will measure to ±0.03. If N_eff deviates by >0.3, the framework shifts Ω_Λ in a calculable direction and may be falsified.
Neutrino Physics (JUNO 2028, nEXO 2033)
| Observable | Predicted | Experiment | Year |
|---|---|---|---|
| Mass ordering | Normal hierarchy | JUNO | 2028 |
| m_β (eV) | 0.009 | Project 8 | 2032 |
| m_ββ (eV) | 0.004 (1–7 meV range) | nEXO | 2033 |
| Neutrino nature | Majorana (2.1σ preference) | LEGEND-1000 | 2030 |
Gravitational Waves (LIGO O5 2030, LISA 2037, LiteBIRD 2032)
| Observable | Predicted | Experiment | Year |
|---|---|---|---|
| Ω_GW (EW transition) | 0 | LISA | 2037 |
| H₀ (standard sirens) | 67.67 km/s/Mpc | LIGO O5 / ET | 2030 |
| r (tensor-to-scalar) | 0.001–0.01 (not predicted) | LiteBIRD | 2032 |
LISA prediction: NO gravitational waves from the EW-era phase transition. The SM EW transition is a crossover (no GWs). BSM models that produce detectable GWs (2HDM, MSSM) are independently excluded by the Lambda constraint.
Current Tensions Summary
| Status | Count |
|---|---|
| ✓ OK (<2σ) | 15 |
| ⚠ Warning (2–3σ) | 4 |
| ✗ Tension (>3σ) | 0 |
All 19 observables with current data are within 2.5σ. No >3σ outliers. The 4 warnings are: z=0.51 D_M (−2.0σ), z=0.93 D_H (−2.1σ), w₀ (−2.1σ), w_a (+2.4σ). The BAO tensions are shared with Planck ΛCDM. The w₀/w_a tensions are driven by supernovae.
Falsification Decision Tree
Clean Kills (any one falsifies the framework)
- w ≠ −1 at >5σ with consistent supernova samples → framework dead
- H₀ > 69 km/s/Mpc at >3σ from standard sirens → framework dead
- Ω_Λ > 0.6877 at >3σ → violates a-theorem/unitarity → framework dead
- N_eff > 3.4 at >3σ → too many light particles → framework dead
Strong Support
- Ω_Λ = 0.688 ± 0.002 with w = −1 → zero-parameter prediction confirmed
- H₀ = 68 ± 1 from standard sirens → SH0ES systematic confirmed
- N_eff = 3.044 ± 0.03 → SM complete, no extra radiation
- Normal hierarchy + Majorana confirmed → framework predicted both
- No EW-era GW from LISA → SM field content correct
Ambiguous Outcomes
- JUNO finds IH: ~1σ tension (survivable, Σm_ν shifts to 0.10 eV)
- DESI Y3 w₀ ≠ −1 at 3–5σ but SN-sample dependent: wait for Rubin
- CMB-S4 N_eff = 3.1: depends on ΔN_eff magnitude
What Makes This Different from ΛCDM
ΛCDM has 2 free cosmological parameters (Ω_Λ, H₀). This framework has ZERO. Every prediction above is computed from:
- The SM field content (4 scalars, 45 Weyl fermions, 12 vectors, 1 graviton)
- The trace anomaly coefficients (δ values from QFT)
- The universal area-law coefficient (α_s = 1/(24√π))
- Planck’s measurement of Ω_m h² (the ONLY external input)
If the framework is right, discovering a new light particle at the LHC would shift Ω_Λ in a calculable direction. No other cosmological framework connects particle physics to dark energy this way.
Honest Assessment
Strengths:
- 32 quantitative predictions with zero free parameters
- All 19 currently testable observables within 2.5σ
- Clear falsification criteria: 4 clean kills, any one sufficient
- Pre-registered before DESI Y3, Euclid DR1, CMB-S4
Weaknesses:
- Most predictions are CONSISTENT with ΛCDM (same w = −1, similar Ω_Λ)
- The framework’s DISTINGUISHING predictions (Ω_Λ = 0.6877 vs Planck’s 0.685) require ±0.002 precision → Euclid DR3 (2032)
- w₀/w_a tension with DESI Y1 (2.1–2.4σ) is the biggest current stress
- If DESI Y3 confirms w ≠ −1, framework has no escape
- Neutrino predictions (m_ββ ≈ 4 meV) are below current and near-future experimental reach
The honest truth: Between 2027 and 2032, the framework will face multiple independent tests. The most likely outcome is consistency — w = −1, H₀ ≈ 68, N_eff ≈ 3.04. But this is also consistent with ΛCDM. The DISTINGUISHING test — measuring Ω_Λ to ±0.002 and seeing it match 0.6877 rather than being a free parameter — requires Euclid DR3 + CMB-S4 combined (≈2032). Until then, the framework and ΛCDM are observationally nearly degenerate, distinguishable mainly by parsimony (0 vs 2 parameters) and by the philosophical question of whether Ω_Λ is a fundamental constant or a derived quantity.