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Why3
why3
Commits
970eea5e
Commit
970eea5e
authored
Mar 24, 2016
by
Guillaume Melquiond
Browse files
Allow elision of module substitution right-hand sides.
parent
2f6f8384
Changes
2
Hide whitespace changes
Inline
Side-by-side
src/parser/parser.mly
View file @
970eea5e
...
...
@@ -260,10 +260,15 @@ clone_subst:
single_clone_subst
:
|
TYPE
qualid
ty_var
*
EQUAL
ty
{
CStsym
(
$
2
,$
3
,$
5
)
}
|
TYPE
qualid
{
CStsym
(
$
2
,
[]
,
PTtyapp
(
$
2
,
[]
))
}
|
CONSTANT
qualid
EQUAL
qualid
{
CSfsym
(
$
2
,$
4
)
}
|
CONSTANT
qualid
{
CSfsym
(
$
2
,$
2
)
}
|
FUNCTION
qualid
EQUAL
qualid
{
CSfsym
(
$
2
,$
4
)
}
|
FUNCTION
qualid
{
CSfsym
(
$
2
,$
2
)
}
|
PREDICATE
qualid
EQUAL
qualid
{
CSpsym
(
$
2
,$
4
)
}
|
PREDICATE
qualid
{
CSpsym
(
$
2
,$
2
)
}
|
VAL
qualid
EQUAL
qualid
{
CSvsym
(
$
2
,$
4
)
}
|
VAL
qualid
{
CSvsym
(
$
2
,$
2
)
}
|
AXIOM
qualid
{
CSaxiom
(
$
2
)
}
|
LEMMA
qualid
{
CSlemma
(
$
2
)
}
|
GOAL
qualid
{
CSgoal
(
$
2
)
}
...
...
theories/set.why
View file @
970eea5e
...
...
@@ -129,14 +129,14 @@ theory Set
axiom Equal_is_eq : forall s1 s2 : set 'a. equal s1 s2 -> s1 = s2
*)
clone export SetGen with type
set =
set,
predicate
mem =
mem, lemma extensionality,
constant
empty =
empty, lemma empty_def,
function
add =
add, lemma add_def,
function
remove =
remove, lemma remove_def,
function
union =
union, lemma union_def,
function
inter =
inter, lemma inter_def,
function
diff =
diff, lemma diff_def
clone export SetGen with type set,
predicate mem, lemma extensionality,
constant empty, lemma empty_def,
function add, lemma add_def,
function remove, lemma remove_def,
function union, lemma union_def,
function inter, lemma inter_def,
function diff, lemma diff_def
end
...
...
@@ -165,7 +165,7 @@ theory Fset
type set 'a
val constant empty : set 'a
clone export SetGen with type
set =
set, function empty
= empty
clone export SetGen with type set, function empty
function cardinal (set 'a) : int
...
...
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