Closed-form nth-prime estimator built on invariant-normalization logic, with deterministic refinement and exact benchmarks across a contract grid spanning n = 10^2 to 10^24.
python benchmarking reproducible-research mathematics prime-numbers number-theory numerical-analysis prime-counting-function computational-number-theory riemann-hypothesis analytic-number-theory deterministic-algorithm closed-form lorentz-invariance prime-number-theorem prime-gaps prime-distribution nth-prime prime-estimation
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Updated
Apr 9, 2026 - Python