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POTTIER Francois
alphaLib
Commits
9d775aeb
Commit
9d775aeb
authored
Feb 02, 2017
by
POTTIER Francois
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All visitor methods for the type [def].
parent
7ebdb8e6
Changes
1
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53 additions
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26 deletions
+53
-26
src/BindingForms.ml
src/BindingForms.ml
+53
-26
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src/BindingForms.ml
View file @
9d775aeb
...
...
@@ -15,23 +15,14 @@ type ('bn, 'term) abs =
(* -------------------------------------------------------------------------- *)
(* A definition is a binding form of the form [let x = t
1 in t2
].
The name [x] is in scope in [
t2], but not in [t1
]. *)
(* A definition is a binding form of the form [let x = t
in u
].
The name [x] is in scope in [
u], but not in [t
]. *)
type
(
'
bn
,
'
term
)
def
=
'
bn
*
'
term
*
'
term
(* This type is isomorphic to ['term * ('bn, 'term) abs]. *)
(* This isomorphism is exploited below; it facilitates the construction of
visitor methods for [def], based on visitor methods for [abs]. *)
let
into
:
'
term
*
(
'
bn
,
'
term
)
abs
->
(
'
bn
,
'
term
)
def
=
fun
(
t1
,
(
x
,
t2
))
->
(
x
,
t1
,
t2
)
let
outof
:
(
'
bn
,
'
term
)
def
->
'
term
*
(
'
bn
,
'
term
)
abs
=
fun
(
x
,
t1
,
t2
)
->
(
t1
,
(
x
,
t2
))
(* -------------------------------------------------------------------------- *)
(* The main effect of an abstraction is to cause the environment to be
...
...
@@ -80,22 +71,11 @@ class virtual ['self] map = object (self : 'self)
_
->
(
'
env
->
'
term1
->
'
term2
)
->
'
env
->
(
'
bn1
,
'
term1
)
def
->
(
'
bn2
,
'
term2
)
def
=
fun
b
f
env
def
->
let
t1
,
a2
=
outof
def
in
into
(
f
env
t1
,
self
#
visit_abs
b
f
env
a2
)
(* TEMPORARY direct version:
method private visit_def: 'term1 'term2 .
_ ->
('env -> 'term1 -> 'term2) ->
'env -> ('bn1, 'term1) def -> ('bn2, 'term2) def
= fun _ f env (x, t1, t2) ->
=
fun
_
f
env
(
x
,
t
,
u
)
->
let
x'
,
env'
=
self
#
extend
x
env
in
x', f env t1, f env' t2
*)
let
t'
=
f
env
t
in
let
u'
=
f
env'
u
in
x'
,
t'
,
u'
end
...
...
@@ -122,6 +102,19 @@ class virtual ['self] endo = object (self : 'self)
else
x'
,
body'
method
private
visit_def
:
'
term
.
_
->
(
'
env
->
'
term
->
'
term
)
->
'
env
->
(
'
bn
,
'
term
)
def
->
(
'
bn
,
'
term
)
def
=
fun
_
f
env
((
x
,
t
,
u
)
as
this
)
->
let
x'
,
env'
=
self
#
extend
x
env
in
let
t'
=
f
env
t
in
let
u'
=
f
env'
u
in
if
x
==
x'
&&
t
==
t'
&&
u
==
u'
then
this
else
x'
,
t'
,
u'
end
(* -------------------------------------------------------------------------- *)
...
...
@@ -130,6 +123,8 @@ end
class
virtual
[
'
self
]
reduce
=
object
(
self
:
'
self
)
method
private
virtual
plus
:
'
z
->
'
z
->
'
z
method
private
visit_'bn
:
void
->
void
->
void
=
fun
_
_
->
assert
false
...
...
@@ -145,6 +140,16 @@ class virtual ['self] reduce = object (self : 'self)
let
env'
=
self
#
extend
x
env
in
self
#
restrict
x
(
f
env'
body
)
method
private
visit_def
:
'
term
.
_
->
(
'
env
->
'
term
->
'
z
)
->
'
env
->
(
'
bn
,
'
term
)
def
->
'
z
=
fun
_
f
env
(
x
,
t
,
u
)
->
let
env'
=
self
#
extend
x
env
in
let
zt
=
f
env
t
in
let
zu
=
self
#
restrict
x
(
f
env'
u
)
in
self
#
plus
zt
zu
end
(* -------------------------------------------------------------------------- *)
...
...
@@ -178,6 +183,16 @@ class virtual ['self] map2 = object (self : 'self)
let
x3
,
env'
=
self
#
extend
x1
x2
env
in
x3
,
f
env'
body1
body2
method
private
visit_def
:
'
term1
'
term2
'
term3
.
_
->
(
'
env
->
'
term1
->
'
term2
->
'
term3
)
->
'
env
->
(
'
bn1
,
'
term1
)
def
->
(
'
bn2
,
'
term2
)
def
->
(
'
bn3
,
'
term3
)
def
=
fun
_
f
env
(
x1
,
t1
,
u1
)
(
x2
,
t2
,
u2
)
->
let
x3
,
env'
=
self
#
extend
x1
x2
env
in
let
t3
=
f
env
t1
t2
in
let
u3
=
f
env'
u1
u2
in
x3
,
t3
,
u3
end
(* -------------------------------------------------------------------------- *)
...
...
@@ -186,6 +201,8 @@ end
class
virtual
[
'
self
]
reduce2
=
object
(
self
:
'
self
)
method
private
virtual
plus
:
'
z
->
'
z
->
'
z
method
private
visit_'bn
:
void
->
void
->
void
->
void
=
fun
_
_
_
->
assert
false
...
...
@@ -201,6 +218,16 @@ class virtual ['self] reduce2 = object (self : 'self)
let
env'
=
self
#
extend
x1
x2
env
in
self
#
restrict
x1
x2
(
f
env'
body1
body2
)
method
private
visit_def
:
'
term1
'
term2
.
_
->
(
'
env
->
'
term1
->
'
term2
->
'
z
)
->
'
env
->
(
'
bn1
,
'
term1
)
def
->
(
'
bn2
,
'
term2
)
def
->
'
z
=
fun
_
f
env
(
x1
,
t1
,
u1
)
(
x2
,
t2
,
u2
)
->
let
env'
=
self
#
extend
x1
x2
env
in
let
zt
=
f
env
t1
t2
in
let
zu
=
self
#
restrict
x1
x2
(
f
env'
u1
u2
)
in
self
#
plus
zt
zu
end
(* -------------------------------------------------------------------------- *)
...
...
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