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......@@ -28,7 +28,7 @@ Lemma listset_empty_alt X : X ≡ ∅ ↔ listset_car X = [].
Proof.
destruct X as [l]; split; [|by intros; simplify_eq/=].
rewrite elem_of_equiv_empty; intros Hl.
destruct l as [|x l]; [done|]. feed inversion (Hl x). left.
destruct l as [|x l]; [done|]. oinversion Hl. left.
Qed.
Global Instance listset_empty_dec (X : listset A) : Decision (X ).
Proof.
......
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......@@ -113,7 +113,7 @@ Proof. apply _. Qed.
Global Instance pretty_Z : Pretty Z := λ x,
match x with
| Z0 => "0" | Zpos x => pretty x | Zneg x => "-" +:+ pretty x
end%string.
end.
Global Instance pretty_Z_inj : Inj (=@{Z}) (=) pretty.
Proof.
unfold pretty, pretty_Z.
......
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