diff options
Diffstat (limited to 'src/Specific/ArithmeticSynthesisTest.v')
| -rw-r--r-- | src/Specific/ArithmeticSynthesisTest.v | 14 |
1 files changed, 7 insertions, 7 deletions
diff --git a/src/Specific/ArithmeticSynthesisTest.v b/src/Specific/ArithmeticSynthesisTest.v index d9e801a0c..fa520f16c 100644 --- a/src/Specific/ArithmeticSynthesisTest.v +++ b/src/Specific/ArithmeticSynthesisTest.v @@ -115,7 +115,7 @@ Section Ops51. let eval := Positional.Fdecode (m:=m) wt in eval (add a b) = (eval a + eval b)%F }. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a b. pose proof wt_nonzero. let x := constr:( Positional.add_cps (n := sz) wt a b id) in @@ -128,7 +128,7 @@ Section Ops51. let eval := Positional.Fdecode (m:=m) wt in eval (sub a b) = (eval a - eval b)%F}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a b. pose proof wt_nonzero. let x := constr:( Positional.sub_cps (n:=sz) (coef := coef) wt a b id) in @@ -141,7 +141,7 @@ Section Ops51. let eval := Positional.Fdecode (m := m) wt in eval (opp a) = F.opp (eval a)}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a. pose proof wt_nonzero. let x := constr:( Positional.opp_cps (n:=sz) (coef := coef) wt a id) in @@ -154,7 +154,7 @@ Section Ops51. let eval := Positional.Fdecode (m := m) wt in eval (mul a b) = (eval a * eval b)%F}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a b. pose proof wt_nonzero. let x := constr:( Positional.mul_cps (n:=sz) (m:=sz2) wt a b @@ -190,7 +190,7 @@ Section Ops51. let eval := Positional.Fdecode (m := m) wt in eval (square a) = (eval a * eval a)%F}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a. pose proof wt_nonzero. let x := constr:( Positional.mul_cps (n:=sz) (m:=sz2) wt a a @@ -221,7 +221,7 @@ Section Ops51. let eval := Positional.Fdecode (m := m) wt in eval (carry a) = eval a}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a. pose proof wt_nonzero. pose proof wt_divides_chain1. pose proof div_mod. pose proof wt_divides_chain2. let x := constr:( @@ -262,7 +262,7 @@ Section Ops51. let eval := Positional.Fdecode (m := m) wt in eval (freeze a) = eval a}. Proof. - eexists; cbv beta zeta; intros. + eexists; cbv beta zeta; intros a ?. pose proof wt_nonzero. pose proof wt_pos. pose proof div_mod. pose proof wt_divides_full_pos. pose proof wt_multiples. |