forked from GitHub/gf-core
improvement on the typechecker
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@@ -4,11 +4,11 @@ module GF.Compile.Compute.Concrete2
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(Env, Scope, Value(..), Variants(..), Constraint, OptionInfo(..), ChoiceMap, cleanOptions,
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ConstValue(..), ConstVariants(..), Globals(..), PredefTable, EvalM,
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mapVariants, unvariants, variants2consts, consts2variants,
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runEvalM, runEvalMWithOpts, stdPredef, globals,
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runEvalM, runEvalMWithOpts, stdPredef, globals, withState,
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PredefImpl, Predef(..), ($\),
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pdCanonicalArgs, pdArity,
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normalForm, normalFlatForm,
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eval, apply, value2term, value2termM, bubble, patternMatch, vtableSelect,
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eval, apply, value2term, value2termM, bubble, patternMatch, vtableSelect, State(..),
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newResiduation, getMeta, setMeta, MetaState(..), variants, try,
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evalError, evalWarn, ppValue, Choice(..), unit, poison, split, split3, split4, mapC, mapCM) where
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@@ -727,6 +727,9 @@ runEvalMWithOpts g cs (EvalM f) = Check $ \(es,ws) ->
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where
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init = State cs Map.empty []
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withState :: State -> EvalM a -> EvalM a
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withState state (EvalM f) = EvalM $ \g k _ r ws -> f g k state r ws
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reset :: EvalM a -> EvalM [a]
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reset (EvalM f) = EvalM $ \g k state r ws ->
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case f g (\x state xs ws -> Success (x:xs) ws) state [] ws of
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@@ -764,12 +767,11 @@ variants' c f xs = EvalM (\g k state@(State choices metas opts) r msgs ->
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Fail msg msgs -> Fail msg msgs
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Success ts msgs -> backtrack g (j+1) xs choices metas opts ts msgs
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try :: (a -> EvalM b) -> [a] -> Message -> EvalM b
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try f xs msg = EvalM (\g k state r msgs ->
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try :: (a -> EvalM b) -> ([(b,State)] -> EvalM b) -> [a] -> EvalM b
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try f select xs = EvalM (\g k state r msgs ->
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let (res,msgs') = backtrack g xs state [] msgs
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in case res of
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[] -> Fail msg msgs'
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res -> continue g k res r msgs')
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in case select res of
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EvalM f' -> f' g k state r msgs')
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where
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backtrack g [] state res msgs = (res,msgs)
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backtrack g (x:xs) state res msgs =
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@@ -778,12 +780,6 @@ try f xs msg = EvalM (\g k state r msgs ->
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Fail msg _ -> backtrack g xs state res msgs
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Success res msgs -> backtrack g xs state res msgs
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continue g k [] r msgs = Success r msgs
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continue g k ((x,state):res) r msgs =
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case k x state r msgs of
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Fail msg msgs -> Fail msg msgs
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Success r msgs -> continue g k res r msgs
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newResiduation :: Scope -> EvalM MetaId
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newResiduation scope = EvalM (\g k (State choices metas opts) r msgs ->
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let meta_id = Map.size metas+1
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@@ -470,8 +470,9 @@ resolveOverloads scope c t0 q args mb_ty = do
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(c2,c3) = split c23
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arg_tys <- mapCM (checkArg g) c1 args
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let v_ttys = mapC (\c (t,ty) -> (t,eval g [] c ty [])) c2 ttys
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try (\(fun,fun_ty) -> reapply2 scope c3 fun fun_ty arg_tys mb_ty) v_ttys (pp "Overload resolution failed")
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try (\(fun,fun_ty) -> reapply2 scope c3 fun fun_ty arg_tys mb_ty)
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(\ttys -> fmap (\(ts,ty) -> (FV ts,ty)) (snd (minimum g ttys)))
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v_ttys
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where
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checkArg g c (ImplArg arg) = do
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let (c1,c2) = split c
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@@ -484,6 +485,46 @@ resolveOverloads scope c t0 q args mb_ty = do
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let v = eval g (scopeEnv scope) c2 arg []
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return (arg,v,arg_ty)
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minimum g [] = (maxBound,err)
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where
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err = evalError (pp "Overload resolution failed")
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minimum g (tty@((t,ty),state):ttys) =
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let ty' = zonk ty
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a = arity ty'
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(a',res) = minimum g ttys
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in case compare a a' of
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GT -> (a',res)
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EQ -> (a',join t ty' state res)
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LT -> (a ,one t ty' state)
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where
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arity :: Value -> Int
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arity (VProd _ _ _ ty) = 1 + arity ty
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arity _ = 0
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zonk :: Value -> Value
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zonk (VProd bt x ty1 ty2) = VProd bt x (zonk ty1) (zonk ty2)
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zonk (VMeta i vs) =
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case Map.lookup i (metaVars state) of
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Just (Bound _ v) -> zonk (apply g v vs)
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Just (Residuation _ (Just v)) -> zonk (apply g v vs)
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_ -> VMeta i (map zonk vs)
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zonk (VSusp i k vs) =
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case Map.lookup i (metaVars state) of
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Just (Bound _ v) -> zonk (apply g (k v) vs)
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Just (Residuation _ (Just v)) -> zonk (apply g (k v) vs)
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_ -> VSusp i k (map zonk vs)
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zonk v = v
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one t ty state = do
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t <- withState state (zonkTerm [] t)
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return ([t],ty)
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join t ty state res = do
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t <- withState state (zonkTerm [] t)
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(ts,ty') <- res
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unify scope ty ty'
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return (t:ts,ty)
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reapply2 :: Scope -> Choice -> Term -> Value -> [(Term,Value,Value)] -> Maybe Rho -> EvalM (Term,Rho)
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reapply2 scope c fun fun_ty [] mb_ty = instSigma scope c fun fun_ty mb_ty
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reapply2 scope c fun fun_ty ((ImplArg arg,arg_v,arg_ty):args) mb_ty = do -- Implicit arg case
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