module Ident where import Operations -- import Monad data Ident = IC String -- raw identifier after parsing, resolved in Rename | IW -- wildcard -- below this line: internal representation never returned by the parser | IV (Int,String) -- variable | IA (String,Int) -- argument of cat at position | IAV (String,Int,Int) -- argument of cat with bindings at position deriving (Eq, Ord, Show, Read) prIdent :: Ident -> String prIdent i = case i of IC s -> s IV (n,s) -> s ++ "_" ++ show n IA (s,j) -> s ++ "_" ++ show j IAV (s,b,j) -> s ++ "_" ++ show b ++ "_" ++ show j IW -> "_" (identC, identV, identA, identAV, identW) = (IC, IV, IA, IAV, IW) -- normal identifier -- ident s = IC s -- to mark argument variables argIdent 0 (IC c) i = identA (c,i) argIdent b (IC c) i = identAV (c,b,i) -- used in lin defaults strVar = identA ("str",0) -- wild card wildIdent = identW isWildIdent :: Ident -> Bool isWildIdent = (== wildIdent) newIdent = identC "#h" mkIdent :: String -> Int -> Ident mkIdent s i = identV (i,s) varIndex :: Ident -> Int varIndex (IV (n,_)) = n varIndex _ = -1 --- other than IV should not count -- refreshing identifiers type IdState = ([(Ident,Ident)],Int) initIdStateN :: Int -> IdState initIdStateN i = ([],i) initIdState :: IdState initIdState = initIdStateN 0 lookVar :: Ident -> STM IdState Ident lookVar a@(IA _) = return a lookVar x = do (sys,_) <- readSTM stm (\s -> maybe (Bad ("cannot find" +++ show x +++ prParenth (show sys))) return $ lookup x sys >>= (\y -> return (y,s))) refVar :: Ident -> STM IdState Ident ----refVar IW = return IW --- no update of wildcard refVar x = do (_,m) <- readSTM let x' = IV (m, prIdent x) updateSTM (\ (sys,mx) -> ((x, x'):sys, mx + 1)) return x' refVarPlus :: Ident -> STM IdState Ident ----refVarPlus IW = refVar (identC "h") refVarPlus x = refVar x {- ------------------------------ -- to test refreshExp :: Exp -> Err Exp refreshExp e = err Bad (return . fst) (appSTM (refresh e) initState) refresh :: Exp -> STM State Exp refresh e = case e of Atom x -> lookVar x >>= return . Atom App f a -> liftM2 App (refresh f) (refresh a) Abs x b -> liftM2 Abs (refVar x) (refresh b) Fun xs a b -> do a' <- refresh a xs' <- mapM refVar xs b' <- refresh b return $ Fun xs' a' b' data Exp = Atom Ident | App Exp Exp | Abs Ident Exp | Fun [Ident] Exp Exp deriving Show exp1 = Abs (IC "y") (Atom (IC "y")) exp2 = Abs (IC "y") (App (Atom (IC "y")) (Atom (IC "y"))) exp3 = Abs (IC "y") (Abs (IC "z") (App (Atom (IC "y")) (Atom (IC "z")))) exp4 = Abs (IC "y") (Abs (IC "y") (App (Atom (IC "y")) (Atom (IC "z")))) exp5 = Abs (IC "y") (Abs (IC "y") (App (Atom (IC "y")) (Atom (IC "y")))) exp6 = Abs (IC "y") (Fun [IC "x", IC "y"] (Atom (IC "y")) (Atom (IC "y"))) exp7 = Abs (IL "8") (Atom (IC "y")) -}