>>| hasMain fd
>>| evalStateT (type fd) (zero, variableStream) of
Left e = Left [e]
- Right fds = Right (AST fds)
+ Right (_,fds) = Right (AST fds)
where
hasNoDups :: [FunDecl] FunDecl -> Either SemError ()
hasNoDups fds (FunDecl p n _ _ _ _)
//the type class inferes the type of an AST element (VarDecl or FunDecl)
//and adds it to the AST element
-class type a :: a -> Typing a
+class type a :: a -> Typing (Substitution, a)
instance type VarDecl where
type (VarDecl p expected k e) =
let vtype = subst (compose s2 s1) given in
generalize vtype >>= \t ->
changeGamma (extend k t) >>|
- pure (VarDecl p (Just vtype) k e)
+ pure (compose s2 s1, VarDecl p (Just vtype) k e)
instance type FunDecl where
type (FunDecl p f args expected vds stmts) =
+ gamma >>= \outerScope-> //functions are infered in their own scopde
introduce f >>|
mapM introduce args >>= \argTs->
- type vds >>= \tVds->
- infer stmts >>= \(s1, result)->
- let given = foldr (->>) result argTs in
+ type vds >>= \(s1, tVds)->
applySubst s1 >>|
+ infer stmts >>= \(s2, result)->
+ applySubst s1 >>|
+ let argTs_ = map (subst $ compose s2 s1) argTs in
+ //abort (concat $ intersperse "\n" $ map toString argTs_) >>|
+ let given = foldr (->>) result argTs_ in
(case expected of
Nothing = pure zero
Just expected_ = lift (unify expected_ given))
- >>= \s2 ->
- let ftype = subst (compose s2 s1) given in
+ >>= \s3 ->
+ let ftype = subst (compose s3 $ compose s2 s1) given in
generalize ftype >>= \t->
+ putGamma outerScope >>|
changeGamma (extend f t) >>|
- pure (FunDecl p f args (Just ftype) tVds stmts)
-
-instance toString (Maybe a) | toString a where
- toString Nothing = "Nothing"
- toString (Just e) = concat ["Just ", toString e]
+ pure (compose s3 $ compose s2 s1, FunDecl p f args (Just ftype) tVds stmts)
instance type [a] | type a where
- type dcls = mapM type dcls
+ type [] = pure (zero, [])
+ type [v:vs] =
+ type v >>= \(s1, v_)->
+ applySubst s1 >>|
+ type vs >>= \(s2, vs_)->
+ applySubst (compose s2 s1) >>|
+ pure (compose s2 s1, [v_:vs_])
+
+// mapM processGamma dcls//
+
+////add the infered type in Gamma to AST constructs
+//class processGamma a :: a -> Typing a//
+
+//instance processGamma VarDecl where
+// processGamma v=:(VarDecl p _ k e) =
+// gamma >>= \g -> case 'Map'.member k g of
+// False = undef
+// True = instantiate ('Map'.find k g) >>= \t->
+// pure (VarDecl p (Just t) k e)//
+
+//instance processGamma FunDecl where
+// processGamma v=:(FunDecl p k args _ vds stmts) =
+// gamma >>= \g -> case 'Map'.member k g of
+// False = undef
+// True = instantiate ('Map'.find k g) >>= \t->
+// pure (FunDecl p k args (Just t) vds stmts)
introduce :: String -> Typing Type
introduce k =
toString (Error e) = concat ["Unknown error during semantical",
"analysis: ", e]
+instance toString (Maybe a) | toString a where
+ toString Nothing = "Nothing"
+ toString (Just e) = concat ["Just ", toString e]
+
instance MonadTrans (StateT (Gamma, [TVar])) where
liftT m = StateT \s-> m >>= \a-> return (a, s)