转换参数化类型(带推断参数)
我有一个数据类型,它带有“隐藏”(推断)类型和具体值。现在我尝试实现一个可以改变这两者的函数,但无法使其通过 GHC。
我的示例代码是这样的:
data T tag val = T val
data A = A
data B = B
mkIntVal :: T a b -> T Int b
mkIntVal (T x) = T x
mkCharVal :: T a b -> T Char b
mkCharVal (T x) = T x
convert :: T Int a -> T Char b
convert (T A) = mkCharVal $ T B
convert (T B) = mkCharVal $ T A
它产生的错误是这样的:
test.hs:13:12:
Couldn't match type `A' with `B'
In the pattern: A
In the pattern: T A
In an equation for `convert': convert (T A) = mkCharVal $ T B
test.hs:13:17:
Couldn't match type `B' with `A'
Expected type: T Char b
Actual type: T Char B
In the expression: mkCharVal $ T B
In an equation for `convert': convert (T A) = mkCharVal $ T B
必须做什么才能使其工作?我必须更改数据结构吗?
编辑
我正在尝试扩展 Don Stewart 的解决方案以处理多态数据类型。我一直在研究实例定义,但最有希望的外观是这样的:
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}
{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE FlexibleContexts #-}
data C a = C a deriving Show
class Convertable inVal outVal outTag | outVal -> outTag where
convert :: T Int inVal -> T outTag outVal
instance Convertable A B Char where
convert (T A) = mkCharVal $ T B
instance Convertable B A Char where
convert (T B) = mkCharVal $ T A
instance Convertable a b Char => Convertable (C a) (C (T Char b)) Char where
convert (T (C val)) = mkCharVal $ T (C (convert val)) -- line 29
但这给了我另一个错误消息:
test.hs:29:57:
Could not deduce (a ~ T Int inVal0)
from the context (Convertable a b Char)
bound by the instance declaration at test.hs:28:10-70
`a' is a rigid type variable bound by
the instance declaration at test.hs:28:22
In the first argument of `convert', namely `val'
In the first argument of `C', namely `(convert val)'
In the first argument of `T', namely `(C (convert val))'
正如唐所说,这应该是可能的,我对如何实现它感兴趣。
解决方案
经过多次“尝试”,我终于想出了一些可行的方法。这对你来说看起来不错吗?
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}
{-# LANGUAGE FlexibleContexts #-}
{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE UndecidableInstances #-}
{-# LANGUAGE OverlappingInstances #-}
data T tag val = T val deriving Show
data A = A deriving Show
data B = B deriving Show
data C a = C a deriving Show
class Convertable inTag inVal outTag outVal | inTag -> outTag, inVal -> outVal
where
convert :: T inTag inVal -> T outTag outVal
instance Convertable Int A Char B where
convert (T A) = T B
instance Convertable Int B Char A where
convert (T B) = T A
instance (Convertable Int (T Int a) Char (T Char b), Convertable Int a Char b)
=> Convertable Int (C (T Int a)) Char (C (T Char b)) where
convert (T (C x)) = T (C (convert x))
instance Convertable Int (C (T Int A)) Char (C (T Char B)) where
convert (T (C x)) = T (C (convert x))
instance Convertable Int (C (T Int B)) Char (C (T Char A)) where
convert (T (C x)) = T (C (convert x))
用法:
*Main> convert $ mkIntVal $ T $ C $ mkIntVal $ T A
T (C (T B))
*Main> :t it
it :: T Char (C (T Char B))
I have a data type which carries a 'hidden' (inferred) type and a concrete value. Now I try to implement a function which changes both of these but am unable to make it pass GHC.
My sample code is this:
data T tag val = T val
data A = A
data B = B
mkIntVal :: T a b -> T Int b
mkIntVal (T x) = T x
mkCharVal :: T a b -> T Char b
mkCharVal (T x) = T x
convert :: T Int a -> T Char b
convert (T A) = mkCharVal $ T B
convert (T B) = mkCharVal $ T A
The error it produces is this:
test.hs:13:12:
Couldn't match type `A' with `B'
In the pattern: A
In the pattern: T A
In an equation for `convert': convert (T A) = mkCharVal $ T B
test.hs:13:17:
Couldn't match type `B' with `A'
Expected type: T Char b
Actual type: T Char B
In the expression: mkCharVal $ T B
In an equation for `convert': convert (T A) = mkCharVal $ T B
What has to be done to make this work? Do I have to change the data structure?
EDIT
I am trying to extend Don Stewart
's solution to work with polymorphic data types. I have been playing around with the instance definition but the most promising looking a came up with is this:
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}
{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE FlexibleContexts #-}
data C a = C a deriving Show
class Convertable inVal outVal outTag | outVal -> outTag where
convert :: T Int inVal -> T outTag outVal
instance Convertable A B Char where
convert (T A) = mkCharVal $ T B
instance Convertable B A Char where
convert (T B) = mkCharVal $ T A
instance Convertable a b Char => Convertable (C a) (C (T Char b)) Char where
convert (T (C val)) = mkCharVal $ T (C (convert val)) -- line 29
But That gives me just another error message:
test.hs:29:57:
Could not deduce (a ~ T Int inVal0)
from the context (Convertable a b Char)
bound by the instance declaration at test.hs:28:10-70
`a' is a rigid type variable bound by
the instance declaration at test.hs:28:22
In the first argument of `convert', namely `val'
In the first argument of `C', namely `(convert val)'
In the first argument of `T', namely `(C (convert val))'
As Don says it should be possible I'm interested in how that would be implemented.
Solution
After a lot more 'playing' I finally came up with something that works. Does this look good to you?
{-# LANGUAGE MultiParamTypeClasses #-}
{-# LANGUAGE FunctionalDependencies #-}
{-# LANGUAGE FlexibleContexts #-}
{-# LANGUAGE FlexibleInstances #-}
{-# LANGUAGE UndecidableInstances #-}
{-# LANGUAGE OverlappingInstances #-}
data T tag val = T val deriving Show
data A = A deriving Show
data B = B deriving Show
data C a = C a deriving Show
class Convertable inTag inVal outTag outVal | inTag -> outTag, inVal -> outVal
where
convert :: T inTag inVal -> T outTag outVal
instance Convertable Int A Char B where
convert (T A) = T B
instance Convertable Int B Char A where
convert (T B) = T A
instance (Convertable Int (T Int a) Char (T Char b), Convertable Int a Char b)
=> Convertable Int (C (T Int a)) Char (C (T Char b)) where
convert (T (C x)) = T (C (convert x))
instance Convertable Int (C (T Int A)) Char (C (T Char B)) where
convert (T (C x)) = T (C (convert x))
instance Convertable Int (C (T Int B)) Char (C (T Char A)) where
convert (T (C x)) = T (C (convert x))
Usage:
*Main> convert $ mkIntVal $ T $ C $ mkIntVal $ T A
T (C (T B))
*Main> :t it
it :: T Char (C (T Char B))
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convert
函数的每种情况都有不同的、冲突的类型:则可以通过类型类统一这些类型
如果您确实希望单个函数在不同类型下以不同方向进行转换, 。请注意,它如何获取任何带有标签的
T
,丢弃它,并用由值类型确定的新标签替换标签和值。Each case of your
convert
function has a different, conflicting type:You can unify these via a typeclass,
if you truly wish a single function that at different types, converts in different directions. Note how this takes any
T
with a tag, discards it, and replaces the tag and value with a new tag determined by the value type.