Theorems — Recursive Collapse Field Theory
Every theorem derives from Axiom-0. Classical results emerge as degenerate limits.
10 theorems across 1 modules
Catalog
| ID | Name | Module |
|---|---|---|
T-RC-1 | Tier-1 Kernel Identities | rcft_theorems |
T-RC-2 | VortexCondensate Unique Watch | rcft_theorems |
T-RC-3 | SubThreshold Floor | rcft_theorems |
T-RC-4 | Collective IC Amplification | rcft_theorems |
T-RC-5 | Gap Heterogeneity | rcft_theorems |
T-RC-6 | Chain Assembly Fidelity Jump | rcft_theorems |
T-RC-7 | Curvature-Regime Coupling | rcft_theorems |
T-RC-8 | Kappa Span | rcft_theorems |
T-RC-9 | Duality Exactness | rcft_theorems |
T-RC-10 | State Coverage | rcft_theorems |
Rcft Theorems
Source: closures/rcft/rcft_theorems.py
T-RC-1: Tier-1 Kernel Identities
- Function:
theorem_RC1_kernel_identities() - Module:
rcft_theorems
T-RC-2: VortexCondensate Unique Watch
- Function:
theorem_RC2_vortex_watch() - Module:
rcft_theorems
T-RC-3: SubThreshold Floor
- Function:
theorem_RC3_subthreshold_floor() - Module:
rcft_theorems
T-RC-4: Collective IC Amplification
- Function:
theorem_RC4_collective_ic() - Module:
rcft_theorems
T-RC-5: Gap Heterogeneity
- Function:
theorem_RC5_gap_heterogeneity() - Module:
rcft_theorems
T-RC-6: Chain Assembly Fidelity Jump
- Function:
theorem_RC6_chain_fidelity_jump() - Module:
rcft_theorems
T-RC-7: Curvature-Regime Coupling
- Function:
theorem_RC7_curvature_regime() - Module:
rcft_theorems
T-RC-8: Kappa Span
- Function:
theorem_RC8_kappa_span() - Module:
rcft_theorems
T-RC-9: Duality Exactness
- Function:
theorem_RC9_duality_exactness() - Module:
rcft_theorems
T-RC-10: State Coverage
- Function:
theorem_RC10_coverage() - Module:
rcft_theorems
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