Arguments perm[A].
Section Uniq.
Variable A: Type.
Inductive uniq: list A -> Prop :=
uniq_nil: uniq nil
| uniq_cons: forall a l, ~ In a l -> uniq l -> uniq (a::l).

Lemma perm_incl_inv l1 l2:
uniq l1 -> uniq l2 -> incl l1 l2 -> exists l3, perm l2 (l1 ++ l3).