Investigates deterministic prime-gap interiors using the Divisor Normalization Identity (DNI). Establishes the Gap Winner Rule (GWR) the raw-Z maximizer is always the leftmost min-d(n) carrier. Validates the No-Later-Simpler-Composite Theorem with zero violations through 10^18. Documents hierarchical first-arrival laws and square-phase terminal.
number-theory gwr computational-number-theory analytic-number-theory prime-gaps divisor-function gap-winner-rule prime-gap-structure divisor-normalization-identity no-later-simpler-composite-theorem prime-placement prime-squares hierarchical-first-arrival square-phase-closure raw-z-maximizer dn-minimization
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- Python