Theorems — Atomic Physics
Every theorem derives from Axiom-0. Classical results emerge as degenerate limits.
10 theorems across 1 modules
Catalog
| ID | Name | Module |
|---|---|---|
T11 | CUMULATIVE DRIFT DOMINANCE | recursive_instantiation |
T12 | RECURSIVE COLLAPSE BUDGET | recursive_instantiation |
T13 | NON-RETURNABLE STATE THEOREM | recursive_instantiation |
T14 | MAGIC NUMBER DRIFT ABSORPTION | recursive_instantiation |
T15 | PERIOD EFFICIENCY EXHAUSTION | recursive_instantiation |
T16 | CONSTANT HETEROGENEITY RATE | recursive_instantiation |
T17 | NOBLE GAS COHERENCE MAXIMUM | recursive_instantiation |
T18 | BLOCK-DEPENDENT FIDELITY SPECTRUM | recursive_instantiation |
T19 | ATOMIC TIER-1 IDENTITY VERIFICATION | recursive_instantiation |
T20 | RECURSIVE CATEGORY EXHAUSTIVE PARTITION | recursive_instantiation |
Recursive Instantiation
Source: closures/atomic_physics/recursive_instantiation.py
T11: CUMULATIVE DRIFT DOMINANCE
- Function:
theorem_T11_cumulative_drift_dominance() - Module:
recursive_instantiation
T12: RECURSIVE COLLAPSE BUDGET
- Function:
theorem_T12_recursive_collapse_budget() - Module:
recursive_instantiation
T13: NON-RETURNABLE STATE THEOREM
- Function:
theorem_T13_non_returnable_states() - Module:
recursive_instantiation
T14: MAGIC NUMBER DRIFT ABSORPTION
- Function:
theorem_T14_magic_number_drift_absorption() - Module:
recursive_instantiation
T15: PERIOD EFFICIENCY EXHAUSTION
- Function:
theorem_T15_period_efficiency_exhaustion() - Module:
recursive_instantiation
T16: CONSTANT HETEROGENEITY RATE
- Function:
theorem_T16_constant_heterogeneity_rate() - Module:
recursive_instantiation
T17: NOBLE GAS COHERENCE MAXIMUM
- Function:
theorem_T17_noble_gas_coherence() - Module:
recursive_instantiation
T18: BLOCK-DEPENDENT FIDELITY SPECTRUM
- Function:
theorem_T18_block_fidelity_spectrum() - Module:
recursive_instantiation
T19: ATOMIC TIER-1 IDENTITY VERIFICATION
- Function:
theorem_T19_atomic_tier1_identities() - Module:
recursive_instantiation
T20: RECURSIVE CATEGORY EXHAUSTIVE PARTITION
- Function:
theorem_T20_category_exhaustive_partition() - Module:
recursive_instantiation
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