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-rw-r--r--src/bva/Bva_checker.v7
1 files changed, 0 insertions, 7 deletions
diff --git a/src/bva/Bva_checker.v b/src/bva/Bva_checker.v
index 84df9bd..180fbcf 100644
--- a/src/bva/Bva_checker.v
+++ b/src/bva/Bva_checker.v
@@ -1926,13 +1926,6 @@ Qed.
Lemma eq_head: forall {A: Type} a b (l: list A), (a :: l) = (b :: l) <-> a = b.
Proof. intros A a b l; split; [intros H; inversion H|intros ->]; auto. Qed.
-Axiom afold_left_and : forall a,
- afold_left bool int true andb (Lit.interp rho) a = List.forallb (Lit.interp rho) (to_list a).
-
- Axiom afold_left_or : forall a,
- afold_left bool int false orb (Lit.interp rho) a =
- C.interp rho (to_list a).
-
Axiom afold_left_xor : forall a,
afold_left bool int false xorb (Lit.interp rho) a =
C.interp rho (to_list a).