Skip to content
#

temporal-equivalence-principle

Here are 22 public repositories matching this topic...

Raw RINEX validation of distance-structured correlations in GNSS atomic clocks. Detects exponential decay signatures (λ≈1-4 km) in 539 stations using SPP with broadcast ephemerides, eliminating processing artifact hypothesis. Shows E-W>N-S anisotropy, CMB alignment, orbital coupling. TEP-GNSS Paper 3.

  • Updated Jun 6, 2026
  • Python

25-year analysis of 165.2M GNSS clock measurements revealing persistent velocity-dependent correlations, orbital coupling (r=-0.888), 18.6-year lunar nutation detection, and CMB frame alignment, confirming decadal stability of TEP signatures

  • Updated Jun 29, 2026
  • Python

Multi-center analysis of 62.7M GNSS clock measurements revealing distance-structured correlations with exponential decay (λ = 3,330-4,549 km), consistent with screened scalar field predictions from the Temporal Equivalence Principle

  • Updated Jun 29, 2026
  • Python

RBH-1 runaway black hole as Temporal Topology soliton candidate. Explains 650 km/s velocity discontinuity with cold gas via metric shock. TEP calibration: R_T≈7.8×10⁷ km from GNSS. Alternative to shock physics cooling problem

  • Updated Jun 29, 2026
  • Python

Independent optical test of the Temporal Equivalence Principle using 11 years of LAGEOS satellite laser ranging data, revealing distance-structured correlations and spectral signatures consistent with conformal scalar field coupling

  • Updated Jun 6, 2026
  • Python

Universal critical density ρ_T ≈ 20 g/cm³ from R ∝ M^(1/3) scaling. GNSS-calibrated (L_c ≈ 4200 km), validated across SPARC galaxies, Milky Way, magnetars. Temporal Topology screening reconciles galactic dynamics with GR tests. TEP Paper 6.

  • Updated Jun 29, 2026
  • HTML
TEP-GL

Reinterprets dark matter observations as phantom mass from temporal shear in gravitational lensing. Conformal metric coupling creates temporal composite images, generating gravitational shear signatures. Resolves strong lensing time delays and core-cusp problem. TEP Paper 4.

  • Updated Jun 29, 2026
  • HTML

Empirical synthesis of 25.3 years GNSS timing data (165.2M pairs) revealing distance-structured correlations (λT=4,201±1,967 km) with TEP signatures: EW/NS anisotropy, orbital coupling (r=-0.888), CMB alignment (18.2°), planetary responses, nutation couplings

  • Updated Jun 29, 2026
  • HTML

Globular cluster pulsar spin-down anomaly: 197 cluster vs 346 field pulsars show 0.40 dex residual (8.3σ). Suppressed density scaling (Γ=0.39±0.08 vs Newtonian Γ=0.72, 4.1σ). Tests TEP observable response coefficient κ_MSP

  • Updated Jun 29, 2026
  • Python

Improve this page

Add a description, image, and links to the temporal-equivalence-principle topic page so that developers can more easily learn about it.

Curate this topic

Add this topic to your repo

To associate your repository with the temporal-equivalence-principle topic, visit your repo's landing page and select "manage topics."

Learn more