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scalar-tensor-gravity

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Structural selection framework for nonlinear field systems based on structural free energy and the Critical Coherence Index (CCI). Includes reproducible experiments, cosmological benchmarks, and observable-layer tests (H(z), CCI projection, fσ8 signatures).

  • Updated Aug 3, 2026
  • Python

The Mount Wilson Paradigm: Restoring the Eternal Universe via the Temporal Equivalence Principle — Proves the Mount Wilson Equivalence Theorem on a static spatial background and synthesizes two-branch kinetic screening (k=16.03), SPARC rotation curves, and unstretched-space ADM optical refraction without dark matter or spatial expansion.

  • Updated Oct 18, 2026
  • HTML

Audit-clean bilingual public checkpoint for Deep Origin Theory: source-governed gravitation/cosmology, bounded MOND/QUMOND court, G4 crossing object, and verification support.

  • Updated Jun 23, 2026

Temporal Equivalence Principle: Localized Proper-Time Gradients and the Spatial Proximity of Discordant Pairs — Intrinsic conformal factor A_int = (1+z_G)/(1+z_Q), emission-localization forward model, bridge-axis transects, and Lyα path-length audits across Halton Arp's discordant quasar–galaxy pairs (P = 3.6×10⁻¹³).

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle: A Proper-Time Domain Boundary in the Outer Solar System — Detached extreme TNO alignment, long-period comet aphelion anisotropy (d_∥=+0.110, p=1.8×10⁻⁶), two-leg MPC astrometric refits, and New Horizons/Voyager telemetry across the 60° outer-system sector (S_10=187.2).

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle: Lunar Laser Ranging and the Nordtvedt Effect — Analysis of 26,207 INPOP19a LLR normal points: two-branch solar screening satisfies Cassini (|γ_PPN−1|=4.32×10⁻⁸) and suppresses direct scalar force to −0.143 μm, while the BCRS→GCRS clock-frame ceiling (−4.85 mm cos D) matches the −5.08±0.72 mm residual within 0.31σ.

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle: A Unified Resolution to the JWST High-Redshift Anomalies — Circularity-free N=75 kinematic dispersion test under Ψ∝σ² (ρ=+0.463, p=2.84×10⁻⁵; +0.608 on exact-M_dyn), correlated-SED Bayesian evidence (Δln Z=+4.45, BF=85.4:1), and UNCOVER DR4 Abell 2744 lensing audit (Δln Z=+26.2).

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle: Black Holes and the Temporal Horizon — Regular horizon-free temporal-well solution under the unstretched-space (3+1) ADM metric: positive strong-field phantom mass (+1.41% to +2.65%), S2 orbital refit, and 1σ agreement with EHT M87* and Sgr A* shadow diameters across 50 pipeline steps.

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle and the Earth Flyby Anomaly: Clock-Sector Response and Coherent-Link Cancellation — Twelve Earth gravity-assist flybys classified at 91.7%–100% accuracy via the pooled clock coupling (β=4.74×10⁻³), with two-branch Galileo eccentric-orbit clock screening 69.1× below the Delva bound.

  • Updated Oct 17, 2026
  • Python

Cosmological Voids vs Temporal Shear: An Empirical Falsification of Kinematic Hubble Tension Solutions — Fixed KBC/MOND void profiles rejected at ΔAIC=20.2 and 79.3 on Pantheon+, while σ*-synchronized inner potentials recover κ_Cep=(1.275±0.370)×10⁶ mag (3.44σ) alongside CosmicFlows-4 Cepheid−TRGB and M31 PHAT (6.17σ) gradients.

  • Updated Oct 17, 2026
  • Python

Temporal Equivalence Principle: Temporal Shear Recovery in Gaia DR3 Wide Binaries — Zero-free-parameter two-branch kinetic test (k=16.03, g_t=cH₀/2=3.40×10⁻¹⁰ m/s²) passing saturation amplitude at 0.44σ (α_sat=0.371 vs 0.353) and transition radius at 1.69σ (R_s=2,646±182 AU) while excluding the unit-term baseline at ~30σ.

  • Updated Oct 17, 2026
  • Python

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