OAI/Analysis/Mahler/PlanarErrorRate.lean
4 declarations, 0 contain sorry, 0 declared as axioms
- def
OAI.SymmetricMahler.planarErrorConstantline 9 - lemma
OAI.SymmetricMahler.planarErrorConstant_posline 12 - theorem
OAI.SymmetricMahler.planarError_rateline 18Source documentation
The explicit uniform error has inverse-square-root-log rate, with a constant independent of the point and the vertical section.
theorem planarError_rate {m : ℝ} (hm : 3 ≤ m) : planarError m ≤ planarErrorConstant/sqrt (log m) := by …Mentions: OAI.SymmetricMahler.planarError, OAI.SymmetricMahler.planarErrorConstant
- lemma
OAI.SymmetricMahler.planarError_nat_tendsto_zeroline 47