Theorems — Spacetime Memory
Every theorem derives from Axiom-0. Classical results emerge as degenerate limits.
10 theorems across 1 modules
Catalog
| ID | Name | Module |
|---|---|---|
T-ST-1 | Gravity Is Budget Gradient. | spacetime_theorems |
T-ST-2 | Always Attractive. | spacetime_theorems |
T-ST-3 | Cubic Onset (Weakest Force). | spacetime_theorems |
T-ST-4 | Time Dilation Near Wells. | spacetime_theorems |
T-ST-5 | Gradient Universality. | spacetime_theorems |
T-ST-6 | Memory Wells From Iteration. | spacetime_theorems |
T-ST-7 | Lensing From Heterogeneity. | spacetime_theorems |
T-ST-8 | Arrow of Time From Asymmetry. | spacetime_theorems |
T-ST-9 | Intrinsic Flatness (K = 0). | spacetime_theorems |
T-ST-10 | Cross-Scale Consistency. | spacetime_theorems |
Spacetime Theorems
Source: closures/spacetime_memory/spacetime_theorems.py
T-ST-1: Gravity Is Budget Gradient.
- Function:
theorem_ST1_gravity_budget_gradient() - Module:
spacetime_theorems
T-ST-2: Always Attractive.
- Function:
theorem_ST2_always_attractive() - Module:
spacetime_theorems
T-ST-3: Cubic Onset (Weakest Force).
- Function:
theorem_ST3_cubic_onset() - Module:
spacetime_theorems
T-ST-4: Time Dilation Near Wells.
- Function:
theorem_ST4_time_dilation() - Module:
spacetime_theorems
T-ST-5: Gradient Universality.
- Function:
theorem_ST5_gradient_universality() - Module:
spacetime_theorems
T-ST-6: Memory Wells From Iteration.
- Function:
theorem_ST6_memory_wells() - Module:
spacetime_theorems
T-ST-7: Lensing From Heterogeneity.
- Function:
theorem_ST7_lensing_heterogeneity() - Module:
spacetime_theorems
T-ST-8: Arrow of Time From Asymmetry.
- Function:
theorem_ST8_arrow_of_time() - Module:
spacetime_theorems
T-ST-9: Intrinsic Flatness (K = 0).
- Function:
theorem_ST9_intrinsic_flatness() - Module:
spacetime_theorems
T-ST-10: Cross-Scale Consistency.
- Function:
theorem_ST10_cross_scale_consistency() - Module:
spacetime_theorems
Generated by the Headless Contract Gateway (HCG) · Domain: spacetime_memory · UMCP v2.2.5