OAI/NumberTheory/Ostmann/Arithmetic/MovingSampleModulusRange.lean
4 declarations, 0 contain sorry, 0 declared as axioms
The full modulus of the actual sampled histories at the giant scale
- theorem
OAI.Ostmann.list_nat_prod_exp_boundline 12 - theorem
OAI.Ostmann.movingSample_pair_modulus_boundline 25 - theorem
OAI.Ostmann.sampled_modulus_exponent_boundline 71 - theorem
OAI.Ostmann.movingSample_pair_modulus_giant_rangeline 118Source documentation
The cutoff is uniform in the actual histories and all sampled prime values. It permits the full
.011internal range and the original bulk size.theorem movingSample_pair_modulus_giant_range (n r₀ k : ℕ) (A : ℝ) (hA : 0 ≤ A) : ∀ᶠ L : ℝ in atTop, let m := spectatorBulkCount k L …Mentions: OAI.Ostmann.spectatorBulkCount