Theorems — WEYL Cosmology
Every theorem derives from Axiom-0. Classical results emerge as degenerate limits.
10 theorems across 1 modules
Catalog
| ID | Name | Module |
|---|---|---|
T-WL-1 | Growth Factor Monotonicity | weyl_theorems |
T-WL-2 | Hubble Monotonicity | weyl_theorems |
T-WL-3 | Comoving Distance Monotonicity | weyl_theorems |
T-WL-4 | Omega_m Dominance at High z | weyl_theorems |
T-WL-5 | Sigma8 Suppression | weyl_theorems |
T-WL-6 | Flatness Consistency | weyl_theorems |
T-WL-7 | Sigma Tension Mapping | weyl_theorems |
T-WL-8 | Anchor Star Properties | weyl_theorems |
T-WL-9 | DES Y3 Bin Count | weyl_theorems |
T-WL-10 | Boost Nonlinearity | weyl_theorems |
Weyl Theorems
Source: closures/weyl/weyl_theorems.py
T-WL-1: Growth Factor Monotonicity
- Function:
theorem_WL1_D1_monotonicity() - Module:
weyl_theorems
T-WL-2: Hubble Monotonicity
- Function:
theorem_WL2_H_monotonicity() - Module:
weyl_theorems
T-WL-3: Comoving Distance Monotonicity
- Function:
theorem_WL3_chi_monotonicity() - Module:
weyl_theorems
T-WL-4: Omega_m Dominance at High z
- Function:
theorem_WL4_omega_m_dominance() - Module:
weyl_theorems
T-WL-5: Sigma8 Suppression
- Function:
theorem_WL5_sigma8_suppression() - Module:
weyl_theorems
T-WL-6: Flatness Consistency
- Function:
theorem_WL6_flatness() - Module:
weyl_theorems
T-WL-7: Sigma Tension Mapping
- Function:
theorem_WL7_sigma_tension() - Module:
weyl_theorems
T-WL-8: Anchor Star Properties
- Function:
theorem_WL8_anchor_star() - Module:
weyl_theorems
T-WL-9: DES Y3 Bin Count
- Function:
theorem_WL9_bin_count() - Module:
weyl_theorems
T-WL-10: Boost Nonlinearity
- Function:
theorem_WL10_boost_nonlinearity() - Module:
weyl_theorems
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