Disjoint.hs

module Data.Trie.Pred.Disjoint where

import Data.Trie.Pred.Disjoint.Tail
import qualified Data.Trie.Pred.Disjoint.Tail as ND
import Data.Monoid


data RPDTrie p t x = Rooted (Maybe x) [NDPTrie p t x]

instance (Eq p, Eq t) => Monoid (RPDTrie p t x) where
  mempty = Rooted Nothing []
  mappend = Data.Trie.Pred.Disjoint.merge

merge :: (Eq p, Eq t) => RPDTrie p t x -> RPDTrie p t x -> RPDTrie p t x
merge (Rooted mx xs) (Rooted my ys) =
  Rooted my $ foldr go [] $ xs ++ ys
  where
    go :: (Eq p, Eq t) => NDPTrie p t x -> [NDPTrie p t x] -> [NDPTrie p t x]
    go a [] = [a]
    go a (b:bs) | ND.areDisjoint a b =          a : b : bs
                | otherwise          = (ND.merge a b) : bs