#if __GLASGOW_HASKELL__ >= 701
#endif
module Compiler.Hoopl.Unique
( Unique, intToUnique
, UniqueSet, UniqueMap
, UniqueMonad(..)
, SimpleUniqueMonad, runSimpleUniqueMonad
, UniqueMonadT, runUniqueMonadT
, uniqueToInt
)
where
import Compiler.Hoopl.Checkpoint
import Compiler.Hoopl.Collections
import qualified Data.IntMap as M
import qualified Data.IntSet as S
data Unique = Unique { uniqueToInt :: !Int }
deriving (Eq, Ord)
intToUnique :: Int -> Unique
intToUnique = Unique
instance Show Unique where
show (Unique n) = show n
newtype UniqueSet = US S.IntSet deriving (Eq, Ord, Show)
instance IsSet UniqueSet where
type ElemOf UniqueSet = Unique
setNull (US s) = S.null s
setSize (US s) = S.size s
setMember (Unique k) (US s) = S.member k s
setEmpty = US S.empty
setSingleton (Unique k) = US (S.singleton k)
setInsert (Unique k) (US s) = US (S.insert k s)
setDelete (Unique k) (US s) = US (S.delete k s)
setUnion (US x) (US y) = US (S.union x y)
setDifference (US x) (US y) = US (S.difference x y)
setIntersection (US x) (US y) = US (S.intersection x y)
setIsSubsetOf (US x) (US y) = S.isSubsetOf x y
setFold k z (US s) = S.fold (k . intToUnique) z s
setElems (US s) = map intToUnique (S.elems s)
setFromList ks = US (S.fromList (map uniqueToInt ks))
newtype UniqueMap v = UM (M.IntMap v) deriving (Eq, Ord, Show)
instance IsMap UniqueMap where
type KeyOf UniqueMap = Unique
mapNull (UM m) = M.null m
mapSize (UM m) = M.size m
mapMember (Unique k) (UM m) = M.member k m
mapLookup (Unique k) (UM m) = M.lookup k m
mapFindWithDefault def (Unique k) (UM m) = M.findWithDefault def k m
mapEmpty = UM M.empty
mapSingleton (Unique k) v = UM (M.singleton k v)
mapInsert (Unique k) v (UM m) = UM (M.insert k v m)
mapDelete (Unique k) (UM m) = UM (M.delete k m)
mapUnion (UM x) (UM y) = UM (M.union x y)
mapUnionWithKey f (UM x) (UM y) = UM (M.unionWithKey (f . intToUnique) x y)
mapDifference (UM x) (UM y) = UM (M.difference x y)
mapIntersection (UM x) (UM y) = UM (M.intersection x y)
mapIsSubmapOf (UM x) (UM y) = M.isSubmapOf x y
mapMap f (UM m) = UM (M.map f m)
mapMapWithKey f (UM m) = UM (M.mapWithKey (f . intToUnique) m)
mapFold k z (UM m) = M.fold k z m
mapFoldWithKey k z (UM m) = M.foldWithKey (k . intToUnique) z m
mapElems (UM m) = M.elems m
mapKeys (UM m) = map intToUnique (M.keys m)
mapToList (UM m) = [(intToUnique k, v) | (k, v) <- M.toList m]
mapFromList assocs = UM (M.fromList [(uniqueToInt k, v) | (k, v) <- assocs])
class Monad m => UniqueMonad m where
freshUnique :: m Unique
newtype SimpleUniqueMonad a = SUM { unSUM :: [Unique] -> (a, [Unique]) }
instance Monad SimpleUniqueMonad where
return a = SUM $ \us -> (a, us)
m >>= k = SUM $ \us -> let (a, us') = unSUM m us in
unSUM (k a) us'
instance UniqueMonad SimpleUniqueMonad where
freshUnique = SUM $ f
where f (u:us) = (u, us)
f _ = error "Unique.freshUnique(SimpleUniqueMonad): empty list"
instance CheckpointMonad SimpleUniqueMonad where
type Checkpoint SimpleUniqueMonad = [Unique]
checkpoint = SUM $ \us -> (us, us)
restart us = SUM $ \_ -> ((), us)
runSimpleUniqueMonad :: SimpleUniqueMonad a -> a
runSimpleUniqueMonad m = fst (unSUM m allUniques)
newtype UniqueMonadT m a = UMT { unUMT :: [Unique] -> m (a, [Unique]) }
instance Monad m => Monad (UniqueMonadT m) where
return a = UMT $ \us -> return (a, us)
m >>= k = UMT $ \us -> do { (a, us') <- unUMT m us; unUMT (k a) us' }
instance Monad m => UniqueMonad (UniqueMonadT m) where
freshUnique = UMT $ f
where f (u:us) = return (u, us)
f _ = error "Unique.freshUnique(UniqueMonadT): empty list"
runUniqueMonadT :: Monad m => UniqueMonadT m a -> m a
runUniqueMonadT m = do { (a, _) <- unUMT m allUniques; return a }
allUniques :: [Unique]
allUniques = map Unique [1..]