Subject: ANNOUNCE: error-message Newsgroups: gmane.comp.lang.haskell.cafe Date: Thursday 3rd December 2009 21:50:06 UTC (over 8 years ago) If there is one thing that we really don't have enough of in Haskell, it is *ways to handle errors*! Thus, I am pleased to announce the release of the "error-message" package to help in filling this, erm, gap. This philosophy behind this package is that it is often better to find out all of the errors that have occured in a computation and report them simultaneously, rather than aborting as soon as the first error is encountered. Towards this end, this package supplies a type of /combinable error messages/ (ErrorMessage in the Data.ErrorMessage module) so that all of the errors from subcomputations can be gathered and presented together. The following provides an example of how these can be used: ================================================== sqrtWithError :: Float -> Either ErrorMessage Float sqrtWithError x | x < 0 = leftErrorMessageText ("Error computing the square root of " ++ (show x) ++ ":") "Square roots cannot be taken of negative numbers." | otherwise = Right (sqrt x) sumWithError :: Either ErrorMessage Float -> Either ErrorMessage Float -> Either ErrorMessage Float sumWithError (Left error1) (Left error2) = Left (error1 `mappend` error2) sumWithError (Left error) _ = Left error sumWithError _ (Left error) = Left error sumWithError (Right value1) (Right value2) = Right (value1 + value2) showSumOrErrorOf :: Float -> Float -> String showSumOrErrorOf x y = case sumWithError (sqrtWithError x) (sqrtWithError y) of Right value -> "The value is " ++ show value Left error -> show . formatErrorMessage $ error ================================================== The result of @showSumOrErrorOf (-1) (-2)@ is the string, Error computing the square root of -1: Square roots cannot be taken of negative numbers. Error computing the square root of -2: Square roots cannot be taken of negative numbers. whereas the result of @showSumOrErrorOf (-1) (-1)@ is the string, Error computing the square root of -1: Square roots cannot be taken of negative numbers. Note how the error message only appears once; this is because the process of combining the error messages automatically eliminates all identical headings under the assumption that they came from the same original computation, as was the case here. Currently, the definition of @[email protected] is largely boilerplate. Happily, the Haskell community has done a lot of work to identify patterns such as these and to write libraries that allow us to express them concisely. In particular, a standard trick when working with errors like this is to express the calculation as a 'Monad', such as by using the following definition: ================================================== sumWithError_2 argument1 argument2 = do value1 <- argument1 value2 <- argument2 return (value1 + value2) ================================================== Or, even more concisely: ================================================== sumWithError_3 = liftM2 (+) ================================================== Unfortunately though, neither of these definitions have the same semantics as the original @[email protected], as using both we get the following error message for @showSumOrErrorOf (-1) (-2)@: ================================================== Error computing the square root of -1: Square roots cannot be taken of negative numbers. ================================================== That is, we have lost the second of the two error messages. The reason for this is that 'Monad'-style error processing expresses the computation as a sequence, and gives up as soon as it sees any error. In this case of @[email protected], however, the evaluation of the second argument can proceed even if there was an error in the first argument. Thus, rather than using a 'Monad' pattern, we use an 'Applicative' pattern: ================================================== sumWithError_4 = liftA2 (+) ================================================== Now both error messages are displayed. Anyway, I hope that someone other than myself finds this pattern to be helpful. :-) Cheers, Greg |
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