module GF.Data.TrieMap ( TrieMap , empty , singleton , lookup , null , decompose , insertWith , unionWith , unionsWith , elems ) where import Prelude hiding (lookup, null) import qualified Data.Map as Map data TrieMap k v = Tr (Maybe v) (Map.Map k (TrieMap k v)) empty = Tr Nothing Map.empty singleton :: [k] -> a -> TrieMap k a singleton [] v = Tr (Just v) Map.empty singleton (k:ks) v = Tr Nothing (Map.singleton k (singleton ks v)) lookup :: Ord k => [k] -> TrieMap k a -> Maybe a lookup [] (Tr mb_v m) = mb_v lookup (k:ks) (Tr mb_v m) = Map.lookup k m >>= lookup ks null :: TrieMap k v -> Bool null (Tr Nothing m) = Map.null m null _ = False decompose :: TrieMap k v -> (Maybe v, Map.Map k (TrieMap k v)) decompose (Tr mb_v m) = (mb_v,m) insertWith :: Ord k => (v -> v -> v) -> [k] -> v -> TrieMap k v -> TrieMap k v insertWith f [] v0 (Tr mb_v m) = case mb_v of Just v -> Tr (Just (f v0 v)) m Nothing -> Tr (Just v0 ) m insertWith f (k:ks) v0 (Tr mb_v m) = case Map.lookup k m of Nothing -> Tr mb_v (Map.insert k (singleton ks v0) m) Just tr -> Tr mb_v (Map.insert k (insertWith f ks v0 tr) m) unionWith :: Ord k => (v -> v -> v) -> TrieMap k v -> TrieMap k v -> TrieMap k v unionWith f (Tr mb_v1 m1) (Tr mb_v2 m2) = let mb_v = case (mb_v1,mb_v2) of (Nothing,Nothing) -> Nothing (Just v ,Nothing) -> Just v (Nothing,Just v ) -> Just v (Just v1,Just v2) -> Just (f v1 v2) m = Map.unionWith (unionWith f) m1 m2 in Tr mb_v m unionsWith :: Ord k => (v -> v -> v) -> [TrieMap k v] -> TrieMap k v unionsWith f = foldl (unionWith f) empty elems :: TrieMap k v -> [v] elems tr = collect tr [] where collect (Tr mb_v m) xs = maybe id (:) mb_v (Map.fold collect xs m)