OAI/Analysis/FiniteFactor/CrossedProduct/FutureBudget.lean
3 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.FiniteFactor.sourceNextCutoff_ge_squareline 13Source documentation
The exact recursive cutoff is at least m_j squared, giving vanishing future boundary loss rather than merely geometric cutoff growth.
theorem sourceNextCutoff_ge_square (m : ℕ) (hm : 100 ≤ m) : (m : ℝ)^2 ≤ (sourceNextCutoff m : ℝ) := by …Mentions: OAI.FiniteFactor.sourceNextCutoff
- theorem
OAI.FiniteFactor.sourceCutoff_ratio_tendstoline 21 - theorem
OAI.FiniteFactor.sourceFutureBudget_tendstoline 37