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[英]How do you define and use curry and uncurry (Prelude functions) in Haskell?
[英]How to curry functions in Haskell
我有一个函数multThree,用于将3个数字相乘,从而可以使用curring。 但是,当我尝试将其扩展为使用相同结构将四个数字相乘时,它不起作用。 为什么会这样,如何解决?
multThree :: Num a => a -> (a -> (a -> a))
multThree x = (*) . (*) x
multFour :: Num a => a -> (a -> (a -> (a -> a)))
multFour x = (*) . (*) . (*) x
错误提示:
• Occurs check: cannot construct the infinite type: a ~ a -> a
Expected type: a -> a -> a -> a
Actual type: a -> (a -> a) -> a -> a
• In the expression: (*) . (*) . (*) x
In an equation for ‘multFour’: multFour x = (*) . (*) . (*) x
• Relevant bindings include
x :: a (bound at test2.hs:19:10)
multFour :: a -> a -> a -> a -> a
让我们写出不带(.)
:
multFour x = (*) . (*) . (*) x
= (*) . (\y -> (y*)) . (x*)
= (\w -> (w*)) . (\z -> ((x*z)*))
= (\w -> (w*)) . (\z v -> x*z*v)
= \z -> \u -> (\v -> x*z*v) * u
因此,我们看到我们正在尝试将一个函数乘以一个数字。
关键错误是这样的:
multFour x = (*) . multThree x
类型是:
(*) :: Num a => a -> (a -> a)
multThree x :: Num b => b -> (b -> b)
x :: b
(.) :: (y -> z) -> (x -> y) -> (x -> z)
因此,类型统一为:
a = y
z = (a -> a)
b = x
y = b -> b
multFour :: Num b => b -> x -> z
multFour :: (Num b, Num (b -> b)) => b -> b -> (b -> b) -> (b -> b)
这不是您想要的类型。
要修复您的代码,我建议:
multFour a b c d = a * b * c * d
这更具可读性。
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