OAI/Combinatorics/UniformKServer/EpochAlpha.lean
11 declarations, 0 contain sorry, 0 declared as axioms
Source logarithmic configurations are built on the actual active-size domain, including the automatic one-point domain.
- def
OAI.UniformKServer.EpochAlpha.ellline 18 - theorem
OAI.UniformKServer.EpochAlpha.ell_oneline 20 - theorem
OAI.UniformKServer.EpochAlpha.height_upperline 25 - def
OAI.UniformKServer.EpochAlpha.regularline 44Source documentation
Exact h on all regular coordinates; no clamped-log discrepancy occurs because the epoch geometry proves ai < A.
def regular (a : ι → ℝ) (A ell ct C : ℝ) : AdaptiveAlpha.Config ι where …
Mentions: OAI.UniformKServer.EpochAlpha.ell, OAI.UniformKServer.AdaptiveAlpha.Config
- def
OAI.UniformKServer.EpochAlpha.markedline 48 - def
OAI.UniformKServer.EpochAlpha.singletonline 53 - theorem
OAI.UniformKServer.EpochAlpha.eta_boundline 58 - theorem
OAI.UniformKServer.EpochAlpha.regular_validline 65 - theorem
OAI.UniformKServer.EpochAlpha.marked_validline 83 - theorem
OAI.UniformKServer.EpochAlpha.singleton_validline 145 - theorem
OAI.UniformKServer.EpochAlpha.side_zero_singletonline 154