iTw*_*nty 3 recursion haskell types
假设我有如下数据类型:
data Cell = Cell (Maybe Player)
data Board = Board [[Cell]]
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现在我想生成一个这样的递归函数:
genBoard :: [Cell] -> Board
genBoard [] = []
genBoard c = (take 3 c) : (genBoard $ drop 3 c) -- takes list of 9 Cells and gives 3x3 list of cells
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显然上面的代码失败了,因为(:)不能将[Cell]添加到Board,尽管从技术上讲,Board只不过是[[Cell]].我需要将Board作为单独的数据类型来为它提供我自己的show函数.
到目前为止,我提出的最好的是:
genBoardList :: [Cell] -> [[Cell]]
genBoardList [] = []
genBoardList c = (take 3 c) : (genBoardList $ drop 3 c)
boardListToBoard :: [[Cell]] -> Board
boardListToBoard [] = Board []
boardListToBoard s = Board s
genBoard :: [Cell] -> Board
genBoard = boardListToBoard . genBoardList
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但这似乎有点太长,而且很难实现看似简单的事情.我有什么想法可以改进我的代码?
您只需Board使用模式匹配从构造函数中解包列表,然后将其包装回每个步骤; 例如,使用let...in:
genBoard :: [Cell] -> Board
genBoard [] = []
genBoard cs =
let Board css = genBoard (drop 3 cs)
in Board (take 3 cs : css)
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或者,更具惯用性,一个where条款:
genBoard :: [Cell] -> Board
genBoard [] = []
genBoard cs = Board (take 3 cs : css)
where
Board css = genBoard (drop 3 cs)
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另一个改进是使用模式匹配而不是take和drop:
genBoard :: [Cell] -> Board
genBoard [] = []
genBoard (c0:c1:c2:cs) = Board $ [c0, c1, c2] : css
where
Board css = genBoard cs
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您还可以使用拆分包使其更简单:
genBoard :: [Cell] -> Board
genBoard = Board . splitEvery 3
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