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Joshua Yanovski
iris-coq
Commits
2407263c
Commit
2407263c
authored
Dec 08, 2016
by
Robbert Krebbers
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Optimize proof of step_is_head.
parent
05c16632
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program_logic/ectxi_language.v
program_logic/ectxi_language.v
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program_logic/ectxi_language.v
View file @
2407263c
...
...
@@ -88,15 +88,14 @@ Section ectxi_language.
Proof
.
change
(
LanguageCtx
_
(
fill
[
Ki
])).
apply
_.
Qed
.
Lemma
step_is_head
K
e
σ
:
to_val
e
=
None
→
(
∀
Ki
K
e
'
,
e
=
fill
(
Ki
::
K
)
e
'
→
¬
head_reducible
e
'
σ
)
→
to_val
e
=
None
→
(
∀
Ki
K
e
'
,
e
=
fill
(
Ki
::
K
)
e
'
→
¬
head_reducible
e
'
σ
)
→
reducible
(
fill
K
e
)
σ
→
head_reducible
e
σ
.
Proof
.
intros
Hnonval
Hnondecomp
(
e
'
&
σ''
&
ef
&
Hstep
).
change
fill
with
ectx_language
.
fill
in
Hstep
.
apply
fill_step_inv
in
Hstep
;
last
done
.
destruct
Hstep
as
(
e2
'
&
_
&
Hstep
).
clear
K
.
destruct
Hstep
as
[
K
e1
'
e2
''
??
Hstep
].
subst
.
destruct
K
as
[
|
K0
K
].
{
rewrite
fill_empty
in
Hnonval
.
subst
.
eexists
;
eauto
.
}
exfalso
.
eapply
Hnondecomp
;
first
done
.
do
3
eexists
.
done
.
apply
fill_step_inv
in
Hstep
as
(
e2
'
&
_
&
Hstep
);
last
done
.
clear
K
.
destruct
Hstep
as
[[
|
Ki
K
]
e1
'
e2
''
->
->
Hstep
];
[
red
;
eauto
|
].
destruct
(
Hnondecomp
Ki
K
e1
'
);
unfold
head_reducible
;
eauto
.
Qed
.
End
ectxi_language
.
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