任意类型类的约束中的非类型变量参数

时间:2018-09-10 23:58:59

标签: haskell polymorphism typeclass parametric-polymorphism

对于 Haskell编程从第一原理的第15章中的练习,我试图基于另一个Arbitrary实例编写一个Arbitrary实例:

module AccumulateRight where

import Data.Semigroup
import Test.QuickCheck

data Validation a b = Fail a | Pass b deriving (Eq, Show)

newtype AccumulateRight a b =
    AccumulateRight (Validation a b) deriving (Eq, Show)

type TestType = AccumulateRight String [Int]

instance Semigroup b => Semigroup (AccumulateRight a b) where
    _ <> (AccumulateRight (Fail x)) = Fail x
    (AccumulateRight (Fail x)) <> _ = Fail x
    (AccumulateRight (Success a)) <> (AccumulateRight (Success b)) =
        AccumulateRight . Success $ a <> b

instance (Arbitrary a, Arbitrary b) => Arbitrary (Validation a b) where
    arbitrary = oneof [Fail <$> arbitrary, Pass <$> arbitrary]

instance Arbitrary (Validation a b) => Arbitrary (AccumulateRight a b) where
    arbitrary = AccumulateRight <$> arbitrary

semigroupAssoc :: (Eq m, Semigroup m) => m -> m -> m -> Bool
semigroupAssoc a b c = (a <> (b <> c)) == ((a <> b) <> c)

type Assoc = TestType -> TestType -> TestType -> Bool

main :: IO ()
main = quickCheck (semigroupAssoc :: Assoc)

但发生以下错误:

    • Non type-variable argument
        in the constraint: Arbitrary (Validation a b)
      (Use FlexibleContexts to permit this)
    • In the context: Arbitrary (Validation a b)
      While checking an instance declaration
      In the instance declaration for ‘Arbitrary (AccumulateRight a b)’
   |
22 | instance Arbitrary (Validation a b) => Arbitrary (AccumulateRight a b) where
   |          ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
Failed, no modules loaded.

那么我在这里做错什么了吗?为什么在这里我不能使用现有数据的类型类作为约束?

1 个答案:

答案 0 :(得分:4)

这是一个愚蠢的限制,在人们理解类型类实现起来有多困难之前,就施加了这种限制。事实证明,它很容易支持,因此有一个语言扩展(错误中提到),您可以这样说。您可以通过添加

打开它
{-# LANGUAGE FlexibleContexts #-}

文件的顶部,随着扩展名的增加,该扩展名被认为是完全良性的。但是,在这种情况下,您不应该打开它,而应该只写

instance (Arbitrary a, Arbitrary b) => Arbitrary (AccumulateRight a b)

-毕竟(Arbitrary a, Arbitrary b)正是Arbitrary (Validation a b)成立的条件。