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Skew Heap implementation in Haskell
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data Skew a = Empty | Node a (Skew a) (Skew a) | |
singleton :: Ord a => a -> Skew a | |
singleton x = Node x Empty Empty | |
union :: Ord a => Skew a -> Skew a -> Skew a | |
union t1 Empty = t1 | |
union Emtpy t2 = t2 | |
union t1@(Node x1 l1 r1) t2@(Node x2 l2 r2) | |
| x1 <= x2 = Node x1 (union t2 r1) l1 | |
| otherwise = Node x2 (union t1 r2) l2 | |
insert :: Ord a => a -> Skew a -> Skew a | |
insert x heap = union (singleton x) heap | |
extractMin :: Ord a => Skew a -> Maybe (a, Skew a) | |
extractMin Empty = Nothing | |
extractMin (Node x l r) = Just (x, union l r) |
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