OAI/Analysis/LiebThirring/Main.lean
4 declarations, 0 contain sorry, 0 declared as axioms
- lemma
OAI.SharpLiebThirring.sharp_times_extremizer_massline 10 - lemma
OAI.SharpLiebThirring.optimalConstant_le_sharpline 16 - lemma
OAI.SharpLiebThirring.sharp_le_oneStateConstantline 22 - theorem
OAI.SharpLiebThirring.sharp_lieb_thirringline 38Source documentation
Full sharp Lieb–Thirring bound, both optimal constants, and equality at the explicit potential; no finite spectral cutoff is imposed.
Distinct definitions of this name: ComparatorChallenges/LiebThirring.lean:94 (same statement text; different proof or body). Qualify references as OAI.SharpLiebThirring.sharp_lieb_thirring@path.
theorem sharp_lieb_thirring : MainClaim := by …
Mentions: OAI.SharpLiebThirring.MainClaim