OAI/NumberTheory/Ostmann/Arithmetic/MovingDiagonalNumericalRate.lean
2 declarations, 0 contain sorry, 0 declared as axioms
Numerical simplification of the original diagonal comparison
- theorem
OAI.Ostmann.diagonalOuterMajorant_eventuallyline 13 - theorem
OAI.Ostmann.movingPattern_diagonal_pointwise_rateline 28Source documentation
The actual denominator and coefficient mass absorb all comparison costs. The remaining main term
Kis the nonnegative leaf/split contribution.theorem movingPattern_diagonal_pointwise_rate (ψ : 𝓢(ℝ, ℂ)) (n r₀ k : ℕ) (A Wwin B D Cprior Cmass : ℝ) (hA : 0 ≤ A) (hWwin : 0 ≤ Wwin) (_hB : 0 ≤ B) (_hD : 0 ≤ D) (hCprior : 1 ≤ Cprior) (hCmass : 0 ≤ Cmass) : ∀ᶠ L : ℝ in atTop, let m := spectatorBulkCount k L …Mentions: OAI.Ostmann.spectatorBulkCount