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Alexander Kaznacheev
GHC
Commits
3a0019e3
Commit
3a0019e3
authored
10 years ago
by
Iavor S. Diatchki
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Improve `Typeable` solver.
parent
d832b6b4
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1 changed file
compiler/typecheck/TcInteract.hs
+14
-18
14 additions, 18 deletions
compiler/typecheck/TcInteract.hs
with
14 additions
and
18 deletions
compiler/typecheck/TcInteract.hs
+
14
−
18
View file @
3a0019e3
...
@@ -1845,23 +1845,19 @@ isCallStackIP _ _ _
...
@@ -1845,23 +1845,19 @@ isCallStackIP _ _ _
matchTypeableClass
::
Class
->
Kind
->
Type
->
CtLoc
->
TcS
LookupInstResult
matchTypeableClass
::
Class
->
Kind
->
Type
->
CtLoc
->
TcS
LookupInstResult
matchTypeableClass
clas
k
t
loc
matchTypeableClass
clas
k
t
loc
|
isForAllTy
k
=
return
NoInstance
|
isForAllTy
k
=
return
NoInstance
|
Just
(
tc
,
ks_tys
)
<-
splitTyConApp_maybe
t
=
doTyConApp
tc
ks_tys
|
Just
(
tc
,
ks
)
<-
splitTyConApp_maybe
t
,
all
isKind
ks
=
doTyCon
tc
ks
|
Just
(
f
,
kt
)
<-
splitAppTy_maybe
t
=
doTyApp
f
kt
|
Just
(
f
,
kt
)
<-
splitAppTy_maybe
t
=
doTyApp
f
kt
|
Just
_
<-
isNumLitTy
t
=
mk
Ev
[]
(
EvTypeableTyLit
t
)
|
Just
_
<-
isNumLitTy
t
=
mk
SimpEv
(
EvTypeableTyLit
t
)
|
Just
_
<-
isStrLitTy
t
=
mk
Ev
[]
(
EvTypeableTyLit
t
)
|
Just
_
<-
isStrLitTy
t
=
mk
SimpEv
(
EvTypeableTyLit
t
)
|
otherwise
=
return
NoInstance
|
otherwise
=
return
NoInstance
where
where
-- Representation for type constructor applied to some kinds
and some types.
-- Representation for type constructor applied to some kinds
doTyCon
App
tc
ks
_ts
=
doTyCon
tc
ks
=
case
mapM
kindRep
ks
of
case
mapM
kindRep
ks
of
Nothing
->
return
NoInstance
-- Not concrete kinds
Nothing
->
return
NoInstance
Just
kReps
->
Just
kReps
->
mkSimpEv
(
EvTypeableTyCon
tc
kReps
[]
)
do
tCts
<-
mapM
subGoal
ts
mkEv
tCts
(
EvTypeableTyCon
tc
kReps
(
map
ctEvTerm
tCts
`
zip
`
ts
))
where
(
ks
,
ts
)
=
span
isKind
ks_ts
{- Representation for an application of a type to a type-or-kind.
{- Representation for an application of a type to a type-or-kind.
This may happen when the type expression starts with a type variable.
This may happen when the type expression starts with a type variable.
...
@@ -1876,7 +1872,9 @@ matchTypeableClass clas k t loc
...
@@ -1876,7 +1872,9 @@ matchTypeableClass clas k t loc
|
otherwise
=
|
otherwise
=
do
ct1
<-
subGoal
f
do
ct1
<-
subGoal
f
ct2
<-
subGoal
tk
ct2
<-
subGoal
tk
mkEv
[
ct1
,
ct2
]
(
EvTypeableTyApp
(
ctEvTerm
ct1
,
f
)
(
ctEvTerm
ct2
,
tk
))
let
realSubs
=
[
c
|
(
c
,
Fresh
)
<-
[
ct1
,
ct2
]
]
return
$
GenInst
realSubs
$
EvTypeable
$
EvTypeableTyApp
(
getEv
ct1
,
f
)
(
getEv
ct2
,
tk
)
-- Representation for concrete kinds. We just use the kind itself,
-- Representation for concrete kinds. We just use the kind itself,
...
@@ -1886,13 +1884,11 @@ matchTypeableClass clas k t loc
...
@@ -1886,13 +1884,11 @@ matchTypeableClass clas k t loc
mapM_
kindRep
ks
mapM_
kindRep
ks
return
ki
return
ki
getEv
(
ct
,
_fresh
)
=
ctEvTerm
ct
-- Emit a `Typeable` constraint for the given type.
-- Emit a `Typeable` constraint for the given type.
subGoal
ty
=
do
let
goal
=
mkClassPred
clas
[
typeKind
ty
,
ty
]
subGoal
ty
=
do
let
goal
=
mkClassPred
clas
[
typeKind
ty
,
ty
]
ev
<-
newWantedEvVarNC
loc
goal
newWantedEvVar
loc
goal
return
ev
mkEv
subs
ev
=
return
(
GenInst
subs
(
EvTypeable
ev
))
mkSimpEv
ev
=
return
(
GenInst
[]
(
EvTypeable
ev
))
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