OAI/Combinatorics/UniformKServer/IntegerParks.lean
11 declarations, 0 contain sorry, 0 declared as axioms
A rounded, consistent hierarchy contains exactly k integer parks. Their literal labeled enumeration has the prescribed subtree counts.
- theorem
OAI.UniformKServer.TreeRounding.rounded_nonnegline 17 - theorem
OAI.UniformKServer.TreeRounding.rounded_park_nonnegline 21 - def
OAI.UniformKServer.TreeRounding.integerAllocationline 25 - theorem
OAI.UniformKServer.TreeRounding.intPark_totalline 31 - theorem
OAI.UniformKServer.TreeRounding.intPark_subtreeline 37 - theorem
OAI.UniformKServer.TreeRounding.intPark_nat_totalline 41 - structure
OAI.UniformKServer.TreeRounding.Realizationline 48 - theorem
OAI.UniformKServer.TreeRounding.realization_existsline 53 - def
OAI.UniformKServer.TreeRounding.realizeline 76 - theorem
OAI.UniformKServer.TreeRounding.Realization.subtreeline 79 - theorem
OAI.UniformKServer.TreeRounding.Realization.validline 86