Added Meta tags all over the place in the type unification to give better error messages

This commit is contained in:
Neil Brown 2008-05-20 18:42:20 +00:00
parent 6afea19ee6
commit 4429dfc051
3 changed files with 102 additions and 105 deletions

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@ -44,44 +44,45 @@ lookupMapElseMutVar k
case Map.lookup k m of
Just v -> return v
Nothing -> do r <- liftIO $ newIORef Nothing
let v = MutVar r
let UnifyIndex (mt,_) = k
v = MutVar mt r
m' = Map.insert k v m
put st {csUnifyLookup = m'}
return v
ttte :: String -> (A.Type -> A.Type) -> A.Type -> PassM (TypeExp A.Type)
ttte c f t = typeToTypeExp t >>= \t' -> return $ OperType c (\[x] -> f x) [t']
ttte :: Meta -> String -> (A.Type -> A.Type) -> A.Type -> PassM (TypeExp A.Type)
ttte m c f t = typeToTypeExp m t >>= \t' -> return $ OperType m c (\[x] -> f x) [t']
-- Transforms the given type into a typeexp, such that the only inner types
-- left will be the primitive types (integer types, float types, bool, time). Arrays
-- (which would require unification of dimensions and such) are not supported,
-- neither are records.
-- User data types should not be present in the input.
typeToTypeExp :: A.Type -> PassM (TypeExp A.Type)
typeToTypeExp (A.List t) = ttte "[]" A.List t
typeToTypeExp (A.Chan A.DirInput at t) = ttte "?" (A.Chan A.DirInput at) t
typeToTypeExp (A.Chan A.DirOutput at t) = ttte "!" (A.Chan A.DirOutput at) t
typeToTypeExp (A.Chan A.DirUnknown at t) = ttte "channel" (A.Chan A.DirUnknown at) t
typeToTypeExp (A.Mobile t) = ttte "MOBILE" A.Mobile t
typeToTypeExp (A.UnknownVarType en)
typeToTypeExp :: Meta -> A.Type -> PassM (TypeExp A.Type)
typeToTypeExp m (A.List t) = ttte m "[]" A.List t
typeToTypeExp m (A.Chan A.DirInput at t) = ttte m "?" (A.Chan A.DirInput at) t
typeToTypeExp m (A.Chan A.DirOutput at t) = ttte m "!" (A.Chan A.DirOutput at) t
typeToTypeExp m (A.Chan A.DirUnknown at t) = ttte m "channel" (A.Chan A.DirUnknown at) t
typeToTypeExp m (A.Mobile t) = ttte m "MOBILE" A.Mobile t
typeToTypeExp _ (A.UnknownVarType en)
= case en of
Left n -> lookupMapElseMutVar (UnifyIndex (A.nameMeta n, Right n))
Right (m, i) -> lookupMapElseMutVar (UnifyIndex (m, Left i))
typeToTypeExp (A.UnknownNumLitType m id n)
= do r <- liftIO . newIORef $ Left [n]
let v = NumLit r
typeToTypeExp _ (A.UnknownNumLitType m id n)
= do r <- liftIO . newIORef $ Left [(m,n)]
let v = NumLit m r
st <- get
let mp = csUnifyLookup st
put st {csUnifyLookup = Map.insert (UnifyIndex (m,Left id)) v mp}
return v
typeToTypeExp t = return $ OperType (show t) (const t) []
typeToTypeExp m t = return $ OperType m (show t) (const t) []
markUnify :: (Typed a, Typed b) => a -> b -> PassM ()
markUnify :: (Typed a, Typed b, Data a, Data b) => a -> b -> PassM ()
markUnify x y
= do tx <- astTypeOf x
ty <- astTypeOf y
tex <- typeToTypeExp tx
tey <- typeToTypeExp ty
tex <- typeToTypeExp (findMeta x) tx
tey <- typeToTypeExp (findMeta y) ty
modify $ \st -> st {csUnifyPairs = (tex,tey) : csUnifyPairs st}
@ -101,11 +102,10 @@ performTypeUnification x
$ x
-- Then, we do the unification:
prs <- get >>* csUnifyPairs
res <- liftIO $ mapM (uncurry unifyType) prs
mapM (diePC emptyMeta) (fst $ splitEither res)
mapM_ (uncurry unifyType) prs
-- Now put the types back in a map, and replace them through the tree:
l <- get >>* csUnifyLookup
ts <- mapMapWithKeyM (\(UnifyIndex(m,_)) v -> fromTypeExp m v) l
ts <- mapMapM (\v -> fromTypeExp v) l
get >>= substituteUnknownTypes ts >>= put
substituteUnknownTypes ts x'
where
@ -116,7 +116,7 @@ performTypeUnification x
shift' (rawName, d) = do mt <- typeOfSpec (A.ndType d)
case mt of
Nothing -> return Nothing
Just t -> do te <- typeToTypeExp t
Just t -> do te <- typeToTypeExp (A.ndMeta d) t
return $ Just (UnifyIndex (A.ndMeta d, Right name), te)
where
name = A.Name {A.nameName = rawName, A.nameMeta = A.ndMeta d, A.nameType

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@ -45,13 +45,11 @@ foldCon con es = case splitEither es of
-- Pearl (2001)", citeseer: http://citeseer.ist.psu.edu/451401.html
-- This in turn was taken from Luca Cardelli's "Basic Polymorphic Type Checking"
unifyRainTypes :: forall k. (Ord k, Show k) => (Map.Map k (TypeExp A.Type)) -> [(k, k)] -> IO
(Either (PassM String) (Map.Map k A.Type))
unifyRainTypes :: forall k. (Ord k, Show k) => (Map.Map k (TypeExp A.Type)) -> [(k, k)] ->
PassM (Map.Map k A.Type)
unifyRainTypes m' prs
= do outs <- mapM (\(x,y) -> unifyType (lookupStartType x m') (lookupStartType y m')) prs
case mapMaybe (either Just (const Nothing)) outs of
(err:_) -> return $ Left err
[] -> stToMap m'
= do mapM_ (\(x,y) -> unifyType (lookupStartType x m') (lookupStartType y m')) prs
stToMap m'
where
lookupStartType :: k -> Map.Map k (TypeExp A.Type) -> TypeExp A.Type
lookupStartType s m = case Map.lookup s m of
@ -59,53 +57,56 @@ unifyRainTypes m' prs
Nothing -> error $ "Could not find type for variable in map before unification: "
++ show s
stToMap :: Map.Map k (TypeExp A.Type) -> IO (Either (PassM String) (Map.Map k A.Type))
stToMap m = do m' <- mapMapWithKeyM (\k v -> prune v >>= read k) m
stToMap :: Map.Map k (TypeExp A.Type) -> PassM (Map.Map k A.Type)
stToMap m = do m' <- liftIO $ mapMapWithKeyM (\k v -> prune v >>= read k) m
let (mapOfErrs, mapOfRes) = Map.mapEitherWithKey (const id) m'
case Map.elems mapOfErrs of
(e:_) -> return $ Left $ return e
[] -> return $ Right mapOfRes
((m,e):_) -> dieP m e
[] -> return mapOfRes
where
read :: k -> TypeExp A.Type -> IO (Either String A.Type)
read k (OperType _ con vals) = do vals' <- mapM (read k) vals
return $ foldCon con vals'
read k (MutVar v) = readIORef v >>= \t -> case t of
Nothing -> return $ Left $ "Type error in unification, "
++ "ambigious type remains for: " ++ show k
read :: k -> TypeExp A.Type -> IO (Either (Meta, String) A.Type)
read k (OperType m _ con vals)
= do vals' <- mapM (read k) vals
case foldCon con (map (either (Left . snd) Right) vals') of
Left e -> return $ Left (m, e)
Right x -> return $ Right x
read k (MutVar m v) = readIORef v >>= \t -> case t of
Nothing -> return $ Left (m, "Type error in unification, "
++ "ambigious type remains for: " ++ show k)
Just t' -> read k t'
read k (NumLit v) = readIORef v >>= \x -> case x of
Left _ -> return $ Left $ "Type error in unification, "
++ "ambigious type remains for numeric literal: " ++ show k
read k (NumLit m v) = readIORef v >>= \x -> case x of
Left _ -> return $ Left (m, "Type error in unification, "
++ "ambigious type remains for numeric literal: " ++ show k)
Right t -> return $ Right t
fromTypeExp :: Meta -> TypeExp A.Type -> PassM A.Type
fromTypeExp m x = fromTypeExp' =<< (liftIO $ prune x)
fromTypeExp :: TypeExp A.Type -> PassM A.Type
fromTypeExp x = fromTypeExp' =<< (liftIO $ prune x)
where
fromTypeExp' :: TypeExp A.Type -> PassM A.Type
fromTypeExp' (MutVar {}) = dieP m "Unresolved type"
fromTypeExp' (GenVar {}) = dieP m "Template vars not yet supported"
fromTypeExp' (NumLit v) = liftIO (readIORef v) >>= \x -> case x of
fromTypeExp' (MutVar m _) = dieP m "Unresolved type"
fromTypeExp' (GenVar m _) = dieP m "Template vars not yet supported"
fromTypeExp' (NumLit m v) = liftIO (readIORef v) >>= \x -> case x of
Left (n:_) -> dieP m $ "Ambigiously typed numeric literal: " ++ show n
Right t -> return t
fromTypeExp' (OperType _ f ts) = mapM (fromTypeExp m) ts >>* f
fromTypeExp' (OperType _ _ f ts) = mapM fromTypeExp ts >>* f
-- For debugging:
showInErr :: TypeExp A.Type -> PassM String
showInErr (MutVar {}) = return "MutVar"
showInErr (GenVar {}) = return "GenVar"
showInErr (NumLit {}) = return "NumLit"
showInErr t@(OperType {}) = showCode =<< fromTypeExp undefined t
showInErr t@(OperType {}) = showCode =<< fromTypeExp t
giveErr :: String -> TypeExp A.Type -> TypeExp A.Type -> Either (PassM String) a
giveErr msg tx ty
= Left $ do x <- showInErr tx
giveErr :: Meta -> String -> TypeExp A.Type -> TypeExp A.Type -> PassM a
giveErr m msg tx ty
= do x <- showInErr tx
y <- showInErr ty
return $ msg ++ x ++ " and " ++ y
dieP m $ msg ++ x ++ " and " ++ y
prune :: Typeable a => TypeExp a -> IO (TypeExp a)
prune t =
case t of
MutVar r ->
MutVar _ r ->
do m <- readIORef r
case m of
Nothing -> return t
@ -119,80 +120,75 @@ occursInType :: Typeable a => Ptr a -> TypeExp a -> IO Bool
occursInType r t =
do t' <- prune t
case t' of
MutVar r2 -> return $ r == r2
GenVar n -> return False
OperType _ _ ts -> mapM (occursInType r) ts >>* or
MutVar _ r2 -> return $ r == r2
GenVar _ n -> return False
OperType _ _ _ ts -> mapM (occursInType r) ts >>* or
unifyType :: TypeExp A.Type -> TypeExp A.Type -> IO (Either (PassM String) ())
unifyType :: TypeExp A.Type -> TypeExp A.Type -> PassM ()
unifyType te1 te2
= do t1' <- prune te1
t2' <- prune te2
= do t1' <- liftIO $ prune te1
t2' <- liftIO $ prune te2
case (t1',t2') of
(MutVar r1, MutVar r2) ->
(MutVar _ r1, MutVar _ r2) ->
if r1 == r2
then return $ Right ()
else liftM Right $ writeIORef r1 (Just t2')
(MutVar r1, _) ->
do b <- occursInType r1 t2'
then return ()
else liftIO $ writeIORef r1 (Just t2')
(MutVar m r1, _) ->
do b <- liftIO $ occursInType r1 t2'
if b
then return $ Left $ return "occurs in"
else liftM Right $ writeIORef r1 (Just t2')
(_,MutVar _) -> unifyType t2' t1'
(GenVar n,GenVar m) ->
if n == m then return $ Right () else return $ Left $ return "different genvars"
(OperType n1 _ ts1,OperType n2 _ ts2) ->
then dieP m "Infinitely recursive type formed"
else liftIO $ writeIORef r1 (Just t2')
(_,MutVar {}) -> unifyType t2' t1'
(GenVar m x,GenVar _ y) ->
if x == y then return () else dieP m $ "different template variables"
++ " cannot be assumed to be equal"
(OperType m1 n1 _ ts1,OperType m2 n2 _ ts2) ->
if n1 == n2
then unifyArgs ts1 ts2
else return $ giveErr "Different constructors: " t1' t2'
(NumLit vns1, NumLit vns2) ->
do nst1 <- readIORef vns1
nst2 <- readIORef vns2
else giveErr m1 "Type cannot be matched: " t1' t2'
(NumLit m1 vns1, NumLit m2 vns2) ->
do nst1 <- liftIO $ readIORef vns1
nst2 <- liftIO $ readIORef vns2
case (nst1, nst2) of
(Right t1, Right t2) ->
if t1 /= t2
then return $ Left $ return "Numeric literals bound to different types"
else return $ Right ()
then dieP m1 "Numeric literals bound to different types"
else return ()
(Left ns1, Left ns2) ->
do writeIORef vns1 $ Left (ns1 ++ ns2)
writeIORef vns2 $ Left (ns2 ++ ns1)
return $ Right ()
do liftIO $ writeIORef vns1 $ Left (ns1 ++ ns2)
liftIO $ writeIORef vns2 $ Left (ns2 ++ ns1)
(Right {}, Left {}) -> unifyType t2' t1'
(Left ns1, Right t2) ->
if all (willFit t2) ns1
then do writeIORef vns1 (Right t2)
return $ Right ()
else return $ Left $ return "Numeric literals will not fit in concrete type"
if all (willFit t2) (map snd ns1)
then liftIO $ writeIORef vns1 (Right t2)
else dieP m1 "Numeric literals will not fit in concrete type"
(OperType {}, NumLit {}) -> unifyType t2' t1'
(NumLit vns1, OperType n1 f ts2) ->
do nst1 <- readIORef vns1
(NumLit m1 vns1, OperType m2 n2 f ts2) ->
do nst1 <- liftIO $ readIORef vns1
case nst1 of
Right t ->
if null ts2 && t == f []
then return $ Right ()
else return $ Left $ return $ "numeric literal cannot be unified"
then return ()
else dieP m1 $ "numeric literal cannot be unified"
++ " with two different types"
Left ns ->
if null ts2
then if all (willFit $ f []) ns
then do writeIORef vns1 $ Right (f [])
return $ Right ()
else return $ Left $ return "Numeric literals will not fit in concrete type"
else return $ Left $ return $ "Numeric literal cannot be unified"
then if all (willFit $ f []) (map snd ns)
then liftIO $ writeIORef vns1 $ Right (f [])
else dieP m1 "Numeric literals will not fit in concrete type"
else dieP m1 $ "Numeric literal cannot be unified"
++ " with non-numeric type"
(_,_) -> return $ Left $ return "different types"
(t,_) -> dieP (findMeta t) "different types"
where
unifyArgs (x:xs) (y:ys) = do r <- unifyType x y
case r of
Left _ -> return r
Right _ -> unifyArgs xs ys
unifyArgs [] [] = return $ Right ()
unifyArgs _ _ = return $ Left $ return "different lengths"
unifyArgs (x:xs) (y:ys) = unifyType x y >> unifyArgs xs ys
unifyArgs [] [] = return ()
unifyArgs xs ys = dieP (findMeta (xs,ys)) "different lengths"
instantiate :: Typeable a => [TypeExp a] -> TypeExp a -> TypeExp a
instantiate ts x = case x of
MutVar _ -> x
OperType nm f xs -> OperType nm f (map (instantiate ts) xs)
GenVar n -> ts !! n
MutVar _ _ -> x
OperType m nm f xs -> OperType m nm f (map (instantiate ts) xs)
GenVar _ n -> ts !! n
willFit :: A.Type -> Integer -> Bool
willFit t n = case bounds t of

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@ -22,13 +22,14 @@ import Data.Generics
import Data.IORef
import qualified AST as A
import Metadata
type Ptr a = IORef (Maybe (TypeExp a))
data Typeable a => TypeExp a
= MutVar (Ptr a)
| GenVar Int
= MutVar Meta (Ptr a)
| GenVar Meta Int
-- Either a list of integers that must fit, or a concrete type
| NumLit (IORef (Either [Integer] A.Type))
| OperType String ([A.Type] -> A.Type) [ TypeExp a ]
| NumLit Meta (IORef (Either [(Meta, Integer)] A.Type))
| OperType Meta String ([A.Type] -> A.Type) [ TypeExp a ]
deriving (Typeable, Data)