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-rw-r--r--src/BoundedArithmetic/Double/Proofs/SpreadLeftImmediate.v6
1 files changed, 3 insertions, 3 deletions
diff --git a/src/BoundedArithmetic/Double/Proofs/SpreadLeftImmediate.v b/src/BoundedArithmetic/Double/Proofs/SpreadLeftImmediate.v
index f2061bafe..84f24eef5 100644
--- a/src/BoundedArithmetic/Double/Proofs/SpreadLeftImmediate.v
+++ b/src/BoundedArithmetic/Double/Proofs/SpreadLeftImmediate.v
@@ -61,7 +61,7 @@ Section tuple2.
r count
(H : 0 < count < n)
: (decode (shl r count) + decode (shr r (n - count)) << n = decode r << count mod (2^n*2^n))%Z.
- Proof.
+ Proof using isdecode isshl isshr.
assert (0 <= count < n) by lia.
assert (0 <= n - count < n) by lia.
assert (0 < 2^(n-count)) by auto with zarith.
@@ -80,7 +80,7 @@ Section tuple2.
Global Instance is_spread_left_from_shift
: is_spread_left_immediate (sprl_from_shift n).
- Proof.
+ Proof using Type*.
apply is_spread_left_immediate_alt.
intros r count; intros.
pose proof (decode_range r).
@@ -124,7 +124,7 @@ Section tuple2.
r
: (decode (shl r half_n) + decode (shr r half_n) * (2^half_n * 2^half_n)
= (decode r * 2^half_n) mod (2^half_n*2^half_n*2^half_n*2^half_n))%Z.
- Proof.
+ Proof using Type*.
destruct (0 <? half_n) eqn:Hn; Z.ltb_to_lt.
{ pose proof (spread_left_from_shift_correct (2*half_n) r half_n) as H.
specialize_by lia.