Draft — mutable and not usable as a dependency; its citation marks the draft state.

Proof of `Compositions of prime rational functions are rational`

groundedproofs/Lax132576Proofs/Results.lean · lax-132576

What this proof establishes

no assumptions

Assuming the claims on the left, the claim on the right holds — checked by the archive's pipeline. Proof code is not displayed here.

Read the Lean proof on GitHub

Description

A composition of prime rational functions is rational (Theorem B.2.6, ⇐).

Attribution

Theorem B.2.6 of Transducers; Lean proof by Aristotle (PartB/PrimeRat.leanPartB/PrimeRat.lean).