module Apply(applyHints, applyHintFile, applyHintFiles) where import Control.Applicative import Data.Monoid import HSE.All import Hint.All import Idea import Data.Tuple.Extra import Data.Either import Data.List.Extra import Data.Maybe import Data.Ord import Config.Type import Config.Haskell import qualified Data.HashSet as Set import Prelude -- | Apply hints to a single file, you may have the contents of the file. applyHintFile :: ParseFlags -> [Setting] -> FilePath -> Maybe String -> IO [Idea] applyHintFile flags s file src = do res <- parseModuleApply flags s file src return $ case res of Left err -> [err] Right m -> executeHints s [m] -- | Apply hints to multiple files, allowing cross-file hints to fire. applyHintFiles :: ParseFlags -> [Setting] -> [FilePath] -> IO [Idea] applyHintFiles flags s files = do (err, ms) <- partitionEithers <$> mapM (\file -> parseModuleApply flags s file Nothing) files return $ err ++ executeHints s ms -- | Given a way of classifying results, and a 'Hint', apply to a set of modules generating a list of 'Idea's. -- The 'Idea' values will be ordered within a file. -- -- Given a set of modules, it may be faster pass each to 'applyHints' in a singleton list. -- When given multiple modules at once this function attempts to find hints between modules, -- which is slower and often pointless (by default HLint passes modules singularly, using -- @--cross@ to pass all modules together). applyHints {- PUBLIC -} :: [Classify] -> Hint -> [(Module SrcSpanInfo, [Comment])] -> [Idea] applyHints cs = applyHintsReal $ map SettingClassify cs applyHintsReal :: [Setting] -> Hint -> [(Module_, [Comment])] -> [Idea] applyHintsReal settings hints_ ms = concat $ [ map (classify (cls ++ mapMaybe readPragma (universeBi m)) . removeRequiresExtensionNotes m) $ order [] (hintModule hints settings nm m) `merge` concat [order [fromNamed d] $ decHints d | d <- moduleDecls m] `merge` concat [order [] $ hintComment hints settings c | c <- cs] | (nm,(m,cs)) <- mns , let decHints = hintDecl hints settings nm m -- partially apply , let order n = map (\i -> i{ideaModule= f $ moduleName m : ideaModule i, ideaDecl= f $ n ++ ideaDecl i}) . sortOn ideaSpan , let merge = mergeBy (comparing ideaSpan)] ++ [map (classify cls) (hintModules hints settings $ map (second fst) mns)] where f = nubOrd . filter (/= "") cls = [x | SettingClassify x <- settings] mns = map (scopeCreate . fst &&& id) ms hints = (if length ms <= 1 then noModules else id) hints_ noModules h = h{hintModules = \_ _ -> []} `mappend` mempty{hintModule = \s a b -> hintModules h s [(a,b)]} -- If the hint has said you RequiresExtension Foo, but Foo is enabled, drop the note removeRequiresExtensionNotes :: Module_ -> Idea -> Idea removeRequiresExtensionNotes m = \x -> x{ideaNote = filter keep $ ideaNote x} where exts = Set.fromList $ map fromNamed $ moduleExtensions m keep (RequiresExtension x) = not $ x `Set.member` exts keep _ = True -- | Given a list of settings (a way to classify) and a list of hints, run them over a list of modules. executeHints :: [Setting] -> [(Module_, [Comment])] -> [Idea] executeHints s = applyHintsReal s (allHints s) -- | Return either an idea (a parse error) or the module. In IO because might call the C pre processor. parseModuleApply :: ParseFlags -> [Setting] -> FilePath -> Maybe String -> IO (Either Idea (Module_, [Comment])) parseModuleApply flags s file src = do res <- parseModuleEx (parseFlagsAddFixities [x | Infix x <- s] flags) file src case res of Right m -> return $ Right m Left (ParseError sl msg ctxt) -> return $ Left $ classify [x | SettingClassify x <- s] $ rawIdeaN Error "Parse error" (mkSrcSpan sl sl) ctxt Nothing [] -- | Find which hints a list of settings implies. allHints :: [Setting] -> Hint allHints xs = mconcat $ hintRules [x | SettingMatchExp x <- xs] : map f builtin where builtin = nubOrd $ concat [if x == "All" then map fst builtinHints else [x] | Builtin x <- xs] f x = fromMaybe (error $ "Unknown builtin hints: HLint.Builtin." ++ x) $ lookup x builtinHints -- | Given some settings, make sure the severity field of the Idea is correct. classify :: [Classify] -> Idea -> Idea classify xs i = let s = foldl' (f i) (ideaSeverity i) xs in s `seq` i{ideaSeverity=s} where -- figure out if we need to change the severity f :: Idea -> Severity -> Classify -> Severity f i r c | classifyHint c ~= [ideaHint i] && classifyModule c ~= ideaModule i && classifyDecl c ~= ideaDecl i = classifySeverity c | otherwise = r x ~= y = null x || x `elem` y