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authoraarne <aarne@cs.chalmers.se>2008-06-25 16:43:48 +0000
committeraarne <aarne@cs.chalmers.se>2008-06-25 16:43:48 +0000
commitb96b36f43de3e2f8b58d5f539daa6f6d47f25870 (patch)
tree0992334be13cec6538a1dea22fbbf26ad6bdf224 /src/GF/Grammar/TC.hs
parentfe367412e0aeb4ad5c02de68e6eca382e0f96984 (diff)
removed src for 2.9
Diffstat (limited to 'src/GF/Grammar/TC.hs')
-rw-r--r--src/GF/Grammar/TC.hs299
1 files changed, 0 insertions, 299 deletions
diff --git a/src/GF/Grammar/TC.hs b/src/GF/Grammar/TC.hs
deleted file mode 100644
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--- a/src/GF/Grammar/TC.hs
+++ /dev/null
@@ -1,299 +0,0 @@
-----------------------------------------------------------------------
--- |
--- Module : TC
--- Maintainer : AR
--- Stability : (stable)
--- Portability : (portable)
---
--- > CVS $Date: 2005/10/02 20:50:19 $
--- > CVS $Author: aarne $
--- > CVS $Revision: 1.11 $
---
--- Thierry Coquand's type checking algorithm that creates a trace
------------------------------------------------------------------------------
-
-module GF.Grammar.TC (AExp(..),
- Theory,
- checkExp,
- inferExp,
- checkEqs,
- eqVal,
- whnf
- ) where
-
-import GF.Data.Operations
-import GF.Grammar.Abstract
-import GF.Grammar.AbsCompute
-
-import Control.Monad
-import Data.List (sortBy)
-
-data AExp =
- AVr Ident Val
- | ACn QIdent Val
- | AType
- | AInt Integer
- | AFloat Double
- | AStr String
- | AMeta MetaSymb Val
- | AApp AExp AExp Val
- | AAbs Ident Val AExp
- | AProd Ident AExp AExp
- | AEqs [([Exp],AExp)] --- not used
- | AData Val
- deriving (Eq,Show)
-
-type Theory = QIdent -> Err Val
-
-lookupConst :: Theory -> QIdent -> Err Val
-lookupConst th f = th f
-
-lookupVar :: Env -> Ident -> Err Val
-lookupVar g x = maybe (prtBad "unknown variable" x) return $ lookup x ((IW,uVal):g)
--- wild card IW: no error produced, ?0 instead.
-
-type TCEnv = (Int,Env,Env)
-
-emptyTCEnv :: TCEnv
-emptyTCEnv = (0,[],[])
-
-whnf :: Val -> Err Val
-whnf v = ---- errIn ("whnf" +++ prt v) $ ---- debug
- case v of
- VApp u w -> do
- u' <- whnf u
- w' <- whnf w
- app u' w'
- VClos env e -> eval env e
- _ -> return v
-
-app :: Val -> Val -> Err Val
-app u v = case u of
- VClos env (Abs x e) -> eval ((x,v):env) e
- _ -> return $ VApp u v
-
-eval :: Env -> Exp -> Err Val
-eval env e = ---- errIn ("eval" +++ prt e +++ "in" +++ prEnv env) $
- case e of
- Vr x -> lookupVar env x
- Q m c -> return $ VCn (m,c)
- QC m c -> return $ VCn (m,c) ---- == Q ?
- Sort c -> return $ VType --- the only sort is Type
- App f a -> join $ liftM2 app (eval env f) (eval env a)
- _ -> return $ VClos env e
-
-eqVal :: Int -> Val -> Val -> Err [(Val,Val)]
-eqVal k u1 u2 = ---- errIn (prt u1 +++ "<>" +++ prBracket (show k) +++ prt u2) $
- do
- w1 <- whnf u1
- w2 <- whnf u2
- let v = VGen k
- case (w1,w2) of
- (VApp f1 a1, VApp f2 a2) -> liftM2 (++) (eqVal k f1 f2) (eqVal k a1 a2)
- (VClos env1 (Abs x1 e1), VClos env2 (Abs x2 e2)) ->
- eqVal (k+1) (VClos ((x1,v x1):env1) e1) (VClos ((x2,v x1):env2) e2)
- (VClos env1 (Prod x1 a1 e1), VClos env2 (Prod x2 a2 e2)) ->
- liftM2 (++)
- (eqVal k (VClos env1 a1) (VClos env2 a2))
- (eqVal (k+1) (VClos ((x1,v x1):env1) e1) (VClos ((x2,v x1):env2) e2))
- (VGen i _, VGen j _) -> return [(w1,w2) | i /= j]
- (VCn (_, i), VCn (_,j)) -> return [(w1,w2) | i /= j]
- --- thus ignore qualifications; valid because inheritance cannot
- --- be qualified. Simplifies annotation. AR 17/3/2005
- _ -> return [(w1,w2) | w1 /= w2]
--- invariant: constraints are in whnf
-
-checkType :: Theory -> TCEnv -> Exp -> Err (AExp,[(Val,Val)])
-checkType th tenv e = checkExp th tenv e vType
-
-checkExp :: Theory -> TCEnv -> Exp -> Val -> Err (AExp, [(Val,Val)])
-checkExp th tenv@(k,rho,gamma) e ty = do
- typ <- whnf ty
- let v = VGen k
- case e of
- Meta m -> return $ (AMeta m typ,[])
- EData -> return $ (AData typ,[])
-
- Abs x t -> case typ of
- VClos env (Prod y a b) -> do
- a' <- whnf $ VClos env a ---
- (t',cs) <- checkExp th
- (k+1,(x,v x):rho, (x,a'):gamma) t (VClos ((y,v x):env) b)
- return (AAbs x a' t', cs)
- _ -> prtBad ("function type expected for" +++ prt e +++ "instead of") typ
-
--- {- --- to get deprec when checkEqs works (15/9/2005)
- Eqs es -> do
- bcs <- mapM (\b -> checkBranch th tenv b typ) es
- let (bs,css) = unzip bcs
- return (AEqs bs, concat css)
--- - }
- Prod x a b -> do
- testErr (typ == vType) "expected Type"
- (a',csa) <- checkType th tenv a
- (b',csb) <- checkType th (k+1, (x,v x):rho, (x,VClos rho a):gamma) b
- return (AProd x a' b', csa ++ csb)
-
- _ -> checkInferExp th tenv e typ
-
-checkInferExp :: Theory -> TCEnv -> Exp -> Val -> Err (AExp, [(Val,Val)])
-checkInferExp th tenv@(k,_,_) e typ = do
- (e',w,cs1) <- inferExp th tenv e
- cs2 <- eqVal k w typ
- return (e',cs1 ++ cs2)
-
-inferExp :: Theory -> TCEnv -> Exp -> Err (AExp, Val, [(Val,Val)])
-inferExp th tenv@(k,rho,gamma) e = case e of
- Vr x -> mkAnnot (AVr x) $ noConstr $ lookupVar gamma x
- Q m c
- | m == cPredefAbs && (elem c (map identC ["Int","String","Float"])) ->
- return (ACn (m,c) vType, vType, [])
- | otherwise -> mkAnnot (ACn (m,c)) $ noConstr $ lookupConst th (m,c)
- QC m c -> mkAnnot (ACn (m,c)) $ noConstr $ lookupConst th (m,c) ----
- EInt i -> return (AInt i, valAbsInt, [])
- EFloat i -> return (AFloat i, valAbsFloat, [])
- K i -> return (AStr i, valAbsString, [])
- Sort _ -> return (AType, vType, [])
- App f t -> do
- (f',w,csf) <- inferExp th tenv f
- typ <- whnf w
- case typ of
- VClos env (Prod x a b) -> do
- (a',csa) <- checkExp th tenv t (VClos env a)
- b' <- whnf $ VClos ((x,VClos rho t):env) b
- return $ (AApp f' a' b', b', csf ++ csa)
- _ -> prtBad ("Prod expected for function" +++ prt f +++ "instead of") typ
- _ -> prtBad "cannot infer type of expression" e
- where
- predefAbs c s = case c of
- IC "Int" -> return $ const $ Q cPredefAbs cInt
- IC "Float" -> return $ const $ Q cPredefAbs cFloat
- IC "String" -> return $ const $ Q cPredefAbs cString
- _ -> Bad s
-
-checkEqs :: Theory -> TCEnv -> (Fun,Trm) -> Val -> Err [(Val,Val)]
-checkEqs th tenv@(k,rho,gamma) (fun@(m,f),def) val = case def of
- Eqs es -> liftM concat $ mapM checkBranch es
- _ -> liftM snd $ checkExp th tenv def val
- where
- checkBranch (ps,df) =
- let
- (ps',_,vars) = foldr p2t ([],0,[]) ps
- fps = mkApp (Q m f) ps'
- in errIn ("branch" +++ prt fps) $ do
- (aexp, typ, cs1) <- inferExp th tenv fps
- let
- bds = binds vars aexp
- tenv' = (k, rho, bds ++ gamma)
- (_,cs2) <- errIn (show bds) $ checkExp th tenv' df typ
- return $ (cs1 ++ cs2)
- p2t p (ps,i,g) = case p of
- PW -> (meta (MetaSymb i) : ps, i+1, g)
- PV IW -> (meta (MetaSymb i) : ps, i+1, g)
- PV x -> (meta (MetaSymb i) : ps, i+1,upd x i g)
- PString s -> ( K s : ps, i, g)
- PInt n -> (EInt n : ps, i, g)
- PFloat n -> (EFloat n : ps, i, g)
- PP m c xs -> (mkApp (qq (m,c)) xss : ps, i', g')
- where (xss,i',g') = foldr p2t ([],i,g) xs
- _ -> error $ "undefined p2t case" +++ prt p +++ "in checkBranch"
- upd x i g = (x,i) : g --- to annotate pattern variables: treat as metas
-
- -- notice: in vars, the sequence 0.. is sorted. In subst aexp, all
- -- this occurs and nothing else.
- binds vars aexp = [(x,v) | ((x,_),v) <- zip vars metas] where
- metas = map snd $ sortBy (\ (x,_) (y,_) -> compare x y) $ subst aexp
- subst aexp = case aexp of
- AMeta (MetaSymb i) v -> [(i,v)]
- AApp c a _ -> subst c ++ subst a
- _ -> [] -- never matter in patterns
-
-checkBranch :: Theory -> TCEnv -> Equation -> Val -> Err (([Exp],AExp),[(Val,Val)])
-checkBranch th tenv b@(ps,t) ty = errIn ("branch" +++ show b) $
- chB tenv' ps' ty
- where
-
- (ps',_,rho2,k') = ps2ts k ps
- tenv' = (k, rho2++rho, gamma) ---- k' ?
- (k,rho,gamma) = tenv
-
- chB tenv@(k,rho,gamma) ps ty = case ps of
- p:ps2 -> do
- typ <- whnf ty
- case typ of
- VClos env (Prod y a b) -> do
- a' <- whnf $ VClos env a
- (p', sigma, binds, cs1) <- checkP tenv p y a'
- let tenv' = (length binds, sigma ++ rho, binds ++ gamma)
- ((ps',exp),cs2) <- chB tenv' ps2 (VClos ((y,p'):env) b)
- return ((p:ps',exp), cs1 ++ cs2) -- don't change the patt
- _ -> prtBad ("Product expected for definiens" +++prt t +++ "instead of") typ
- [] -> do
- (e,cs) <- checkExp th tenv t ty
- return (([],e),cs)
- checkP env@(k,rho,gamma) t x a = do
- (delta,cs) <- checkPatt th env t a
- let sigma = [(x, VGen i x) | ((x,_),i) <- zip delta [k..]]
- return (VClos sigma t, sigma, delta, cs)
-
- ps2ts k = foldr p2t ([],0,[],k)
- p2t p (ps,i,g,k) = case p of
- PW -> (meta (MetaSymb i) : ps, i+1,g,k)
- PV IW -> (meta (MetaSymb i) : ps, i+1,g,k)
- PV x -> (vr x : ps, i, upd x k g,k+1)
- PString s -> (K s : ps, i, g, k)
- PInt n -> (EInt n : ps, i, g, k)
- PFloat n -> (EFloat n : ps, i, g, k)
- PP m c xs -> (mkApp (qq (m,c)) xss : ps, j, g',k')
- where (xss,j,g',k') = foldr p2t ([],i,g,k) xs
- _ -> error $ "undefined p2t case" +++ prt p +++ "in checkBranch"
-
- upd x k g = (x, VGen k x) : g --- hack to recognize pattern variables
-
-
-checkPatt :: Theory -> TCEnv -> Exp -> Val -> Err (Binds,[(Val,Val)])
-checkPatt th tenv exp val = do
- (aexp,_,cs) <- checkExpP tenv exp val
- let binds = extrBinds aexp
- return (binds,cs)
- where
- extrBinds aexp = case aexp of
- AVr i v -> [(i,v)]
- AApp f a _ -> extrBinds f ++ extrBinds a
- _ -> [] -- no other cases are possible
-
---- ad hoc, to find types of variables
- checkExpP tenv@(k,rho,gamma) exp val = case exp of
- Meta m -> return $ (AMeta m val, val, [])
- Vr x -> return $ (AVr x val, val, [])
- EInt i -> return (AInt i, valAbsInt, [])
- EFloat i -> return (AFloat i, valAbsFloat, [])
- K s -> return (AStr s, valAbsString, [])
-
- Q m c -> do
- typ <- lookupConst th (m,c)
- return $ (ACn (m,c) typ, typ, [])
- QC m c -> do
- typ <- lookupConst th (m,c)
- return $ (ACn (m,c) typ, typ, []) ----
- App f t -> do
- (f',w,csf) <- checkExpP tenv f val
- typ <- whnf w
- case typ of
- VClos env (Prod x a b) -> do
- (a',_,csa) <- checkExpP tenv t (VClos env a)
- b' <- whnf $ VClos ((x,VClos rho t):env) b
- return $ (AApp f' a' b', b', csf ++ csa)
- _ -> prtBad ("Prod expected for function" +++ prt f +++ "instead of") typ
- _ -> prtBad "cannot typecheck pattern" exp
-
--- auxiliaries
-
-noConstr :: Err Val -> Err (Val,[(Val,Val)])
-noConstr er = er >>= (\v -> return (v,[]))
-
-mkAnnot :: (Val -> AExp) -> Err (Val,[(Val,Val)]) -> Err (AExp,Val,[(Val,Val)])
-mkAnnot a ti = do
- (v,cs) <- ti
- return (a v, v, cs)
-