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CHARGUERAUD Arthur
cfml
Commits
4c4a4777
Commit
4c4a4777
authored
Mar 07, 2016
by
charguer
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lib/coq/CFSpec.v
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lib/coq/CFSpec.v
View file @
4c4a4777
...
...
@@ 194,11 +194,28 @@ Proof using.
specializes
C
x
.
simpl
pred
.
apply
C
.
Qed
.
Lemma
App_partial
:
forall
xs
n
f
,
Lemma
App_partial
:
forall
n
xs
f
,
curried
n
f
>
(
0
<
length
xs
<
n
)
%
nat
>
App
f
xs
\
[]
(
fun
g
=>
\
[
forall
ys
B
H
(
Q
:
B
>
hprop
),
App
f
(
xs
++
ys
)
H
Q
>
App
g
ys
H
Q
]).
Proof
using
.
(
*
TODO
.
induction
n
.
math
.
introv
C
N
.
destruct
xs
as
[

[
A
x
]
xs
'
].
rew_list
in
N
.
math
.
destruct
n
as
[

n
].
math
.
lets:
C
x
.
destruct
xs
'
as
[

[
A
'
x
'
]
xs
''
].
simpl
.
applys_eq
H
1.
apply
func_ext_1
.
intros
g
.
fequal
.
simpl
.
rew_list
in
N
.
math
.
*
)
(
*
TODO
...
induction
xs
;
introv
C
E
.
rew_list
in
E
.
math
.
...
...
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