module GF.Compile.Update (buildAnyTree, extendModule, rebuildModule) where
import GF.Infra.Ident
import GF.Infra.Option
import GF.Infra.CheckM
import GF.Grammar.Grammar
import GF.Grammar.Printer
import GF.Grammar.Lookup
import GF.Data.Operations
import Data.List
import qualified Data.Map as Map
import Control.Monad
import GF.Text.Pretty
buildAnyTree :: Monad m => ModuleName -> [(Ident,Info)] -> m (BinTree Ident Info)
buildAnyTree m = go Map.empty
where
go map [] = return map
go map ((c,j):is) = do
case Map.lookup c map of
Just i -> case unifyAnyInfo m i j of
Ok k -> go (Map.insert c k map) is
Bad _ -> fail $ render ("conflicting information in module"<+>m $$
nest 4 (ppJudgement Qualified (c,i)) $$
"and" $+$
nest 4 (ppJudgement Qualified (c,j)))
Nothing -> go (Map.insert c j map) is
extendModule :: FilePath -> SourceGrammar -> SourceModule -> Check SourceModule
extendModule cwd gr (name,m)
| mstatus m == MSIncomplete && isModCnc m = return (name,m)
| otherwise = checkInModule cwd m NoLoc empty $ do
m' <- foldM extOne m (mextend m)
return (name,m')
where
extOne mo (n,cond) = do
m0 <- lookupModule gr n
unless (sameMType (mtype m) (mtype mo))
(checkError ("illegal extension type to module" <+> name))
let isCompl = isCompleteModule m0
js1 <- extendMod gr isCompl ((n,m0), isInherited cond) name (jments mo)
return $
if isCompl
then mo {jments = js1}
else mo {mextend= filter ((/=n) . fst) (mextend mo)
,mexdeps= nub (n : mexdeps mo)
,jments = js1
}
rebuildModule :: FilePath -> SourceGrammar -> SourceModule -> Check SourceModule
rebuildModule cwd gr mo@(i,mi@(ModInfo mt stat fs_ me mw ops_ med_ msrc_ env_ js_)) =
checkInModule cwd mi NoLoc empty $ do
let is = []
mi' <- case mw of
Nothing -> do
unless (null is || mstatus mi == MSIncomplete)
(checkError ("module" <+> i <+>
"has open interfaces and must therefore be declared incomplete"))
case mt of
MTInstance (i0,mincl) -> do
m1 <- lookupModule gr i0
unless (isModRes m1)
(checkError ("interface expected instead of" <+> i0))
js' <- extendMod gr False ((i0,m1), isInherited mincl) i (jments mi)
case extends mi of
[] -> return mi{jments=js'}
j0s -> do
m0s <- mapM (lookupModule gr) j0s
let notInM0 c _ = all (not . isInBinTree c . jments) m0s
let js2 = filterBinTree notInM0 js'
return mi{jments=js2}
_ -> return mi
Just (ext,incl,ops) -> do
let (infs,insts) = unzip ops
let stat' = ifNull MSComplete (const MSIncomplete)
[i | i <- is, notElem i infs]
unless (stat' == MSComplete || stat == MSIncomplete)
(checkError ("module" <+> i <+> "remains incomplete"))
ModInfo mt0 _ fs me' _ ops0 _ fpath _ js <- lookupModule gr ext
let ops1 = nub $
ops_ ++
[OQualif i j | (i,j) <- ops] ++
[o | o <- ops0, notElem (openedModule o) infs] ++
[OQualif i i | i <- insts] ++
[OSimple i | i <- insts]
let fs1 = fs `addOptions` fs_
let js0 = [(c,globalizeLoc fpath j) | (c,j) <- tree2list js, isInherited incl c]
let js1 = buildTree (tree2list js_ ++ js0)
let med1= nub (ext : infs ++ insts ++ med_)
return $ ModInfo mt0 stat' fs1 me Nothing ops1 med1 msrc_ env_ js1
return (i,mi')
extendMod :: Grammar ->
Bool -> (Module,Ident -> Bool) -> ModuleName ->
BinTree Ident Info -> Check (BinTree Ident Info)
extendMod gr isCompl ((name,mi),cond) base new = foldM try new $ Map.toList (jments mi)
where
try new (c,i0)
| not (cond c) = return new
| otherwise = case Map.lookup c new of
Just j -> case unifyAnyInfo name i j of
Ok k -> return $ updateTree (c,k) new
Bad _ -> do (base,j) <- case j of
AnyInd _ m -> lookupOrigInfo gr (m,c)
_ -> return (base,j)
(name,i) <- case i of
AnyInd _ m -> lookupOrigInfo gr (m,c)
_ -> return (name,i)
checkError ("cannot unify the information" $$
nest 4 (ppJudgement Qualified (c,i)) $$
"in module" <+> name <+> "with" $$
nest 4 (ppJudgement Qualified (c,j)) $$
"in module" <+> base)
Nothing-> if isCompl
then return $ updateTree (c,indirInfo name i) new
else return $ updateTree (c,i) new
where
i = globalizeLoc (msrc mi) i0
indirInfo :: ModuleName -> Info -> Info
indirInfo n info = AnyInd b n' where
(b,n') = case info of
ResValue _ -> (True,n)
ResParam _ _ -> (True,n)
AbsFun _ _ Nothing _ -> (True,n)
AnyInd b k -> (b,k)
_ -> (False,n)
globalizeLoc fpath i =
case i of
AbsCat mc -> AbsCat (fmap gl mc)
AbsFun mt ma md moper -> AbsFun (fmap gl mt) ma (fmap (fmap gl) md) moper
ResParam mt mv -> ResParam (fmap gl mt) mv
ResValue t -> ResValue (gl t)
ResOper mt m -> ResOper (fmap gl mt) (fmap gl m)
ResOverload ms os -> ResOverload ms (map (\(x,y) -> (gl x,gl y)) os)
CncCat mc md mr mp mpmcfg-> CncCat (fmap gl mc) (fmap gl md) (fmap gl mr) (fmap gl mp) mpmcfg
CncFun m mt md mpmcfg-> CncFun m (fmap gl mt) (fmap gl md) mpmcfg
AnyInd b m -> AnyInd b m
where
gl (L loc0 x) = loc `seq` L (External fpath loc) x
where
loc = case loc0 of
External _ loc -> loc
loc -> loc
unifyAnyInfo :: ModuleName -> Info -> Info -> Err Info
unifyAnyInfo m i j = case (i,j) of
(AbsCat mc1, AbsCat mc2) ->
liftM AbsCat (unifyMaybeL mc1 mc2)
(AbsFun mt1 ma1 md1 moper1, AbsFun mt2 ma2 md2 moper2) ->
liftM4 AbsFun (unifyMaybeL mt1 mt2) (unifAbsArrity ma1 ma2) (unifAbsDefs md1 md2) (unifyMaybe moper1 moper2)
(ResParam mt1 mv1, ResParam mt2 mv2) ->
liftM2 ResParam (unifyMaybeL mt1 mt2) (unifyMaybe mv1 mv2)
(ResValue (L l1 t1), ResValue (L l2 t2))
| t1==t2 -> return (ResValue (L l1 t1))
| otherwise -> fail ""
(_, ResOverload ms t) | elem m ms ->
return $ ResOverload ms t
(ResOper mt1 m1, ResOper mt2 m2) ->
liftM2 ResOper (unifyMaybeL mt1 mt2) (unifyMaybeL m1 m2)
(CncCat mc1 md1 mr1 mp1 mpmcfg1, CncCat mc2 md2 mr2 mp2 mpmcfg2) ->
liftM5 CncCat (unifyMaybeL mc1 mc2) (unifyMaybeL md1 md2) (unifyMaybeL mr1 mr2) (unifyMaybeL mp1 mp2) (unifyMaybe mpmcfg1 mpmcfg2)
(CncFun m mt1 md1 mpmcfg1, CncFun _ mt2 md2 mpmcfg2) ->
liftM3 (CncFun m) (unifyMaybeL mt1 mt2) (unifyMaybeL md1 md2) (unifyMaybe mpmcfg1 mpmcfg2)
(AnyInd b1 m1, AnyInd b2 m2) -> do
testErr (b1 == b2) $ "indirection status"
testErr (m1 == m2) $ "different sources of indirection"
return i
_ -> fail "informations"
unifyMaybeL :: Eq a => Maybe (L a) -> Maybe (L a) -> Err (Maybe (L a))
unifyMaybeL = unifyMaybeBy unLoc
unifAbsArrity :: Maybe Int -> Maybe Int -> Err (Maybe Int)
unifAbsArrity = unifyMaybe
unifAbsDefs :: Maybe [L Equation] -> Maybe [L Equation] -> Err (Maybe [L Equation])
unifAbsDefs (Just xs) (Just ys) = return (Just (xs ++ ys))
unifAbsDefs Nothing Nothing = return Nothing
unifAbsDefs _ _ = fail ""