OAI/NumberTheory/JointDickman/Counting/BlockCandidates.lean
13 declarations, 0 contain sorry, 0 declared as axioms
The finite candidate representations determined by endpoint types
- def
OAI.JointDickman.endpointSplitsline 13 - theorem
OAI.JointDickman.mem_endpointSplitsline 16 - theorem
OAI.JointDickman.endpointSplits_cardline 22 - abbrev
OAI.JointDickman.BlockCandidateIndexline 39 - def
OAI.JointDickman.candidateLowline 43Source documentation
Lower and upper endpoint subsets; the coefficient c is determined by these two subset products and the positive lag.
noncomputable def candidateLow {M : ℕ} (e : BlockCandidateIndex M) : ℕ := ∏ p ∈ e.2.1, pMentions: OAI.JointDickman.BlockCandidateIndex
- def
OAI.JointDickman.candidateHighline 44 - def
OAI.JointDickman.candidateLagline 45 - def
OAI.JointDickman.candidateQuotientline 46 - def
OAI.JointDickman.blockCandidatePoolline 50 - def
OAI.JointDickman.BlockCandidateAdmissibleline 56 - def
OAI.JointDickman.blockCandidatesline 72 - theorem
OAI.JointDickman.blockCandidatePool_cardline 76 - theorem
OAI.JointDickman.blockCandidates_cardline 96