Create a Covariant
implementation
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@ -1,4 +1,7 @@
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import Data.Bits
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import Data.Char
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import Data.Functor.Contravariant
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data Result t =
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Result {
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actual :: t,
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@ -71,3 +74,51 @@ test22 = Result actual expected (actual == expected)
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-- >>> test22
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-- Result {actual = "HBC", expected = "HBC", result = True}
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--
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--------------------
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-- Exercise 3
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--------------------
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newtype ToInt b = ToInt {conv :: b -> Int}
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instance Contravariant ToInt where
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contramap f (ToInt g) = ToInt (\ value -> g (f value))
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strHash :: String -> Int
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strHash value = realHash 0 value
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where
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realHash acc "" = acc
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realHash acc (char:str) = realHash (acc + ((ord char) .&. 0b11010110)) str
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test3 = [
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(Result strExpected strActual (strExpected == strActual)),
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(Result expected actual (expected == actual))
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]
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where
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-- Create object `toInt` for converting strings to an Int hash (using the "strHash" function)
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toInt = ToInt strHash
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-- Converting a string to an Int hash using `toInt` should yield
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-- the same result like using `strHash` directly
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strActual = conv toInt myStr
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strExpected = strHash myStr
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-- Create a function for converting a `Char` to a `String`
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charToStr = \x -> [x]
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-- Wrap `toInt` in a (Char -> String) converter using `contramap`
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-- effectively using `toInt` as a `Char -> Int` function
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actual = conv (contramap charToStr toInt) myChar
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-- should yield the same result like using `charToStr` and the original `toInt` directly
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expected = conv toInt (charToStr myChar)
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-- Value for testing the `toInt` implementation
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myStr = "Hello World"
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-- Value for testing the `toInt` implementation
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-- wrapped in the `charToStr` function
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myChar = 'V'
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-- Showing the result of the `String` and the `Char` test
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-- >>> mapM_ putStrLn (map show test3)
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-- Result {actual = 712, expected = 712, result = True}
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-- Result {actual = 86, expected = 86, result = True}
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--
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