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feat(physics): Implement v8 physics features from theory document#106

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v8-physics-features
Feb 8, 2026
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feat(physics): Implement v8 physics features from theory document#106
cnygaard merged 1 commit into
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v8-physics-features

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@cnygaard cnygaard commented Feb 8, 2026

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Add major physics features from v8 quantum gravity proposal:

Kerr Metric (Section 12):

  • compute_kerr_fisher() for rotating black holes
  • Frame dragging from quantum correlations g_tφ ∝ ⟨ΔE·ΔL_z⟩
  • Horizon radii, ergosphere, and quantum state parameters
  • Squeezed thermal coherent state: |Ψ⟩ = D̂(α)Ŝ(ξ)|thermal⟩

Geodesic Equation Solver (Section 13):

  • GeodesicSolver with Christoffel symbol computation
  • SchwarzschildGeodesics and KerrGeodesics classes
  • Circular orbit integration and ISCO calculations
  • Principle of least distinguishability: S_Fisher = ∫√(G_μν dx^μ dx^ν) dτ

LQC Quantum Bounce (Section 16.3):

  • Modified Friedmann equation: H² = (8πG/3)ρ(1 - ρ/ρ_c)
  • Critical density ρ_c = 0.41 ρ_Planck
  • LQCPlanckStar model for black hole interior
  • Singularity resolution via quantum geometry

Hawking Temperature Quantum Corrections (Section 17.1):

  • T = T_H(1 - ℓ_P/(2r_h) + O(ℓ_P²/r_h²))
  • Leading and next-to-leading order corrections
  • Smooth transition to Planck regime

Tests:

  • 26 new tests for all v8 features
  • Integration tests for consistency

Add major physics features from v8 quantum gravity proposal:

Kerr Metric (Section 12):
- compute_kerr_fisher() for rotating black holes
- Frame dragging from quantum correlations g_tφ ∝ ⟨ΔE·ΔL_z⟩
- Horizon radii, ergosphere, and quantum state parameters
- Squeezed thermal coherent state: |Ψ⟩ = D̂(α)Ŝ(ξ)|thermal⟩

Geodesic Equation Solver (Section 13):
- GeodesicSolver with Christoffel symbol computation
- SchwarzschildGeodesics and KerrGeodesics classes
- Circular orbit integration and ISCO calculations
- Principle of least distinguishability: S_Fisher = ∫√(G_μν dx^μ dx^ν) dτ

LQC Quantum Bounce (Section 16.3):
- Modified Friedmann equation: H² = (8πG/3)ρ(1 - ρ/ρ_c)
- Critical density ρ_c = 0.41 ρ_Planck
- LQCPlanckStar model for black hole interior
- Singularity resolution via quantum geometry

Hawking Temperature Quantum Corrections (Section 17.1):
- T = T_H(1 - ℓ_P/(2r_h) + O(ℓ_P²/r_h²))
- Leading and next-to-leading order corrections
- Smooth transition to Planck regime

Tests:
- 26 new tests for all v8 features
- Integration tests for consistency
@cnygaard cnygaard merged commit 19f8c97 into main Feb 8, 2026
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