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probable-primes

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Bateman–Horn census of prime constellations of Q(n)=n^q−(n−1)^q: 2,393 Q47 quadruplets below 8×10^11 (BPSW-verified), seven-exponent recount, ECPP-certified 1000-digit quadruplets, and a 200,000-digit Q47 PRP. Code, data, certificates, paper v2.

  • Updated Oct 21, 2026
  • Python

Prime quintuplets and the sextuplet boundary for Q(n)=n^47-(n-1)^47 (Titan Project, Part III). Exact Bateman-Horn singular series via Dirichlet L-functions mod 47; parameter-free prediction of 7 quintuplets / 0 sextuplets up to 2e11; first sextuplet expected near N*~1e13. Paper, data, scripts. v2 DOI 10.5281/zenodo.23178170

  • Updated Oct 6, 2026
  • TeX

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