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afet-tensions

GenesisAeon Package 34 — AFET β-Hierarchie → Kosmologische Spannungen

CI Python 3.11+ Zenodo License: MIT

Falsifizierbare Erklärung der Hubble-Tension (H₀ = 67.4 vs. 73.0 km/s/Mpc) und der S₈-Diskrepanz durch die AFET β-Hierarchie. Vorhersagen für LIGO O5, Euclid DR1 und DESI DR2.


Physikalischer Kern

Die AFET (Allgemeine Feld-Entropie-Theorie) sagt voraus: Domänen-spezifische β-Werte erzeugen effektive Gleichungszustand-Modifikationen, die die beobachteten kosmologischen Spannungen auflösen.

Hubble-Tension

H₀_eff(β) = H₀_ref · exp(β · σ_Φ · Γ_domain)

β_local ≈ 1.8  (spätes Universum, SNe Ia) → H₀ ≈ 73.0 km/s/Mpc
β_CMB   ≈ 0.05 (frühes Universum, CMB)   → H₀ ≈ 67.4 km/s/Mpc

Die Spannung ist kein neues Teilchen — sie ist ein β-Domänen-Artefakt.

S₈-Tension

S₈(z) = S₈_CMB · tanh(σ · Γ(z)) / tanh(σ · Γ_CMB)

Der CREP-Tensor Γ(z) nimmt bei niedrigem z ab → S₈ sinkt bei niedrigem z → beobachtete Diskrepanz zwischen CMB (S₈ ≈ 0.83) und Schwachlinsen-Surveys (S₈ ≈ 0.76) erklärt.


Installation

pip install afet-tensions
# oder
uv pip install afet-tensions

CLI

# Alle Vorhersagen berechnen
afet run

# H₀_eff bei Rotverschiebung z
afet h0-predict --z 0.5

# S₈ bei Rotverschiebung z
afet s8-predict --z 1.0

# Benchmark (alle Targets prüfen)
afet benchmark

# Falsifikations-Zeitplan
afet falsification-schedule

Python API

from afet_tensions import AFETTensions, BetaHierarchyModel, CREPRedshiftEvolution

# Diamond-Interface
system = AFETTensions()
results = system.run_cycle()

print(f"H₀_local = {results['h0_local']:.2f} km/s/Mpc")  # ≈ 72.4
print(f"H₀_CMB   = {results['h0_cmb']:.2f} km/s/Mpc")    # ≈ 67.5
print(f"H₀-Ratio = {results['h0_ratio']:.4f}")             # ≈ 1.073
print(f"S₈(z=0)  = {results['s8_z0']:.3f}")               # ≈ 0.770
print(f"ω_RIG    = {results['omega_rig_hz']:.4f} Hz")      # ≈ 0.019

# β-Hierarchie direkt
model = BetaHierarchyModel()
print(model.h0_effective(beta=1.8))   # lokaler H₀-Wert

# CREP-Rotverschiebungs-Evolution
crep = CREPRedshiftEvolution()
print(crep.s8_at_z(0.5))             # S₈ bei z=0.5

Benchmark-Targets

Größe Soll Toleranz
H₀_local 73.04 km/s/Mpc ±1.04
H₀_CMB 67.4 km/s/Mpc ±0.5
H₀-Ratio 1.084 ±0.025
S₈(z=0) 0.77 ±0.02
S₈(z=CMB) 0.832 ±0.013
ω_RIG 0.018 Hz ±0.002

Kalibrierung

GAMMA_DOMAIN und kappa (CREP-S₈-Evolutionsrate) sind unabhängig aus den gebündelten Realdaten gefittet — nicht mehr zirkulär aus dem Ziel-H₀-Verhältnis gelöst:

  • GAMMA_DOMAIN: gewichtete Kleinste-Quadrate-Regression über die 5 H₀-Messungen in data/hubble_tension_data.yaml (χ²/dof ≈ 1.40).
  • kappa: Fit gegen die 3 Weak-Lensing-S₈-Surveys in data/s8_measurements.yaml (KiDS-1000, DES Y3, HSC; Planck als z=1100-Anker ausgeschlossen; χ²/dof ≈ 0.17).

Reproduktion / Refit bei Daten-Updates:

python scripts/fit_gamma_domain_and_kappa.py

Falsifikations-Zeitplan

Jahr Mission Vorhersage
2026 DESI DR2 BAO-Peak-Verschiebung δ_BAO = β_local · σ_Φ ≈ 0.006%
2027 Euclid DR1 S₈(z) = S₈_CMB · (1 − 0.05·z) für z < 1.5
2028 LIGO O5 GW-Hintergrund-Modulation bei ω_RIG ≈ 0.018 Hz

Paket-Struktur

src/afet_tensions/
├── system.py          # AFETTensions — Diamond-Interface (P34)
├── constants.py       # Physikalische Konstanten
├── beta_hierarchy.py  # BetaHierarchyModel — H₀-Erklärung
├── crep_redshift.py   # CREPRedshiftEvolution — S₈-Erklärung
├── hubble_tension.py  # HubbleTensionModel
├── s8_tension.py      # S8TensionModel
├── ligo_prediction.py # LIGO O5 Vorhersage
├── euclid_prediction.py # Euclid DR1 Vorhersage
├── desi_prediction.py # DESI DR2 Vorhersage
├── benchmark.py       # Benchmark-Targets + run_benchmark()
└── cli.py             # typer CLI
data/
├── hubble_tension_data.yaml  # H₀-Messungen (SH0ES, Planck, DESI…)
├── s8_measurements.yaml      # S₈-Surveys (KiDS-1000, DES Y3, HSC…)
└── desi_dr1_bao.yaml         # DESI DR1 BAO-Ergebnisse

Kontext: GenesisAeon Ecosystem

Package Repo Skala
P31 vrig-cosmological v_RIG ≈ 1352 km/s
P32 beta-clustering-utac Φ^(1/3) Skalierung
P33 implosive-origin-utac Pre-Inflation (spekulativ)
P34 afet-tensions Hubble + S₈
P35 phaethon-chimera Asteroid-Dynamik

Referenz: 10.5281/zenodo.20746885 · Johann Römer, MOR Research Collective · 2025/2026


Citation

DOI

This package is archived on Zenodo as GenesisAeon Package 34. A version-specific DOI will be assigned automatically on each new GitHub Release once Zenodo–GitHub integration is enabled for this repository.

@software{romer_afet_tensions,
  author       = {Römer, Johann},
  title        = {afet-tensions: AFET β-Hierarchie → Kosmologische Spannungen (Hubble, S₈)},
  year         = {2026},
  publisher    = {Zenodo},
  doi          = {10.5281/zenodo.20746885},
  url          = {https://doi.org/10.5281/zenodo.20746885}
}

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