{-# LANGUAGE GADTs #-} module Data.Trie.Pred.Disjoint.Tail ( DPTrie (..) , lookup , merge , areDisjoint , litSingletonTail , litExtrudeTail , sort ) where import Prelude hiding (lookup) import Data.List.NonEmpty hiding (map) import Data.List.NonEmpty as NE hiding (map) data DPTrie p t x where DMore :: t -> Maybe x -> [DPTrie p t x] -> DPTrie p t x DPred :: p -> (t -> Maybe r) -> Maybe (r -> x) -> [DPTrie p t (r -> x)] -> DPTrie p t x -- | Overwrites when similar, leaves untouched when not merge :: (Eq p, Eq t) => DPTrie p t x -> DPTrie p t x -> DPTrie p t x merge xx@(DMore t mx xs) yy@(DMore p my ys) | t == p = DMore p my $ foldr go [] $ xs ++ ys | otherwise = xx where go :: (Eq p, Eq t) => DPTrie p t x -> [DPTrie p t x] -> [DPTrie p t x] go a [] = [a] go a (b:bs) | areDisjoint a b = a : b : bs | otherwise = (merge a b) : bs merge xx@(DPred t q mrx xrs) yy@(DPred p w mry yrs) | t == p = yy | otherwise = xx merge xx@(DMore t mx xs) yy@(DPred p w mrx xrs) = yy merge xx@(DPred t q mrx xrs) yy@(DMore p my ys) = yy areDisjoint :: (Eq p, Eq t) => DPTrie p t x -> DPTrie p t x -> Bool areDisjoint (DMore t _ _) (DMore p _ _) = t == p areDisjoint (DPred t _ _ _) (DPred p _ _ _) = t == p areDisjoint _ _ = True lookup :: Eq t => NonEmpty t -> DPTrie p t x -> Maybe x lookup (t:|ts) (DMore t' mx xs) | t == t' = case ts of [] -> mx _ -> getFirst $ map (lookup $ NE.fromList ts) xs | otherwise = Nothing lookup (t:|ts) (DPred _ p mrx xrs) = p t >>= \r -> case ts of [] -> ($ r) <$> mrx _ -> ($ r) <$> (getFirst $ map (lookup $ NE.fromList ts) xrs) getFirst :: [Maybe a] -> Maybe a getFirst [] = Nothing getFirst (Nothing:xs) = getFirst xs getFirst (Just x :xs) = Just x litSingletonTail :: NonEmpty t -> x -> DPTrie p t x litSingletonTail (t:|[]) x = DMore t (Just x) [] litSingletonTail (t:|ts) x = DMore t Nothing [litSingletonTail (NE.fromList ts) x] litExtrudeTail :: [t] -> DPTrie p t x -> DPTrie p t x litExtrudeTail [] r = r litExtrudeTail (t:ts) r = DMore t Nothing [litExtrudeTail ts r]