OAI/Combinatorics/Ryser/Hypergraph/Cover.lean
18 declarations, 0 contain sorry, 0 declared as axioms
- theorem
OAI.RyserCoveringCounterexample.IsCover.monoline 12 - theorem
OAI.RyserCoveringCounterexample.IsCover.nonemptyEdgesline 18 - theorem
OAI.RyserCoveringCounterexample.NonemptyEdges.isCover_biUnionline 24 - theorem
OAI.RyserCoveringCounterexample.NonemptyEdges.exists_coverline 30 - theorem
OAI.RyserCoveringCounterexample.exists_cover_iff_nonemptyEdgesline 34 - theorem
OAI.RyserCoveringCounterexample.nonemptyEdges_iff_empty_not_memline 38 - theorem
OAI.RyserCoveringCounterexample.IsCover.coverNumber_leline 49 - theorem
OAI.RyserCoveringCounterexample.exists_minimum_cover_of_existsline 53 - theorem
OAI.RyserCoveringCounterexample.exists_minimum_coverline 59 - theorem
OAI.RyserCoveringCounterexample.le_coverNumber_of_existsline 63 - theorem
OAI.RyserCoveringCounterexample.le_coverNumberline 69 - theorem
OAI.RyserCoveringCounterexample.coverNumber_le_iffline 73 - theorem
OAI.RyserCoveringCounterexample.coverNumber_eq_zero_of_empty_memline 82 - theorem
OAI.RyserCoveringCounterexample.coverNumber_emptyline 90 - theorem
OAI.RyserCoveringCounterexample.coverNumber_posline 94 - theorem
OAI.RyserCoveringCounterexample.Intersecting.isCover_edgeline 103 - theorem
OAI.RyserCoveringCounterexample.coverNumber_le_edge_cardline 113 - theorem
OAI.RyserCoveringCounterexample.coverNumber_eq_rank_of_no_small_coverline 117