Created
June 30, 2012 08:20
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二項ヒープ(未完)
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data Tree a = Node a [Tree a] deriving Show | |
data Digit a = Zero | One (Tree a) deriving Show | |
data Schedule a = Schedule [[Digit a]] deriving Show | |
data Heap a = Heap [Digit a] (Schedule a) deriving Show | |
empty :: Heap a | |
empty = Heap [] (Schedule []) | |
isEmpty :: Heap a -> Bool | |
isEmpty (Heap [] _) = True | |
isEmpty _ = False | |
link :: Eq a => Tree a -> Tree a -> Tree a | |
link t1@(Node x1 c1) t2@(Node x2 c2) | |
| x1 == x2 = Node x1 (t2:c1) | |
| otherwise = Node x2 (t1:c2) | |
insTree :: Eq a => Tree a -> [Digit a] -> [Digit a] | |
insTree t [] = One t : [] | |
insTree t (Zero:ds) = One t : ds | |
insTree t (One t':ds) = Zero : insTree (link t t') ds | |
exec :: Schedule a -> Schedule a | |
exec (Schedule []) = Schedule [] | |
exec (Schedule ((Zero:job):sched)) = Schedule (job : sched) | |
exec (Schedule (_:sched)) = Schedule sched | |
insert :: Eq a => a -> Heap a -> Heap a | |
insert x (Heap ds (Schedule sched)) = Heap ds' sched' | |
where | |
ds' = insTree (Node x []) ds | |
sched' = exec . exec . Schedule $ ds':sched | |
infixl 0 >- | |
(>-) :: a -> (a -> b) -> b | |
a >- f = f a |
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