OAI/Combinatorics/UniformKServer/LiteralPartrec.lean
6 declarations, 0 contain sorry, 0 declared as axioms
- instance
OAI.UniformKServer.LiteralPartrec.(instance at line 12)line 12 - theorem
OAI.UniformKServer.LiteralPartrec.code_existsline 16Source documentation
A fixed Partrec program has one fixed finite-control literal processor. Its parameter is supplied on a stack, not hidden in the transition table.
theorem code_exists {α β : Type} [Primcodable α] [Primcodable β] (f : α→.β) (hf : Partrec f) : ∃c : Code,∀a b,b ∈ f a → ([Encodable.encode b] : List ℕ) ∈ Code.eval c [Encodable.encode a] := by … - def
OAI.UniformKServer.LiteralPartrec.suppline 34 - def
OAI.UniformKServer.LiteralPartrec.processorline 36 - def
OAI.UniformKServer.LiteralPartrec.inputline 41 - theorem
OAI.UniformKServer.LiteralPartrec.haltsline 47