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December 11, 2015 04:38
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import Data.List | |
import qualified Data.Set as S | |
import Data.String.Utils | |
genEquivalentClass :: Ord a => [(a, a)] -> [[a]] | |
genEquivalentClass pairs = | |
sort . map (sort . S.toList) $ foldr eqcs [] pairs | |
where | |
eqcs (n, m) cs = case (lookupClass n cs, lookupClass m cs) of | |
(Nothing, Nothing) -> S.fromList [n, m] : cs | |
(Nothing, Just mci) -> S.insert n (cs !! mci) : (cs !!~ [mci]) | |
(Just nci, Nothing) -> S.insert m (cs !! nci) : (cs !!~ [nci]) | |
(Just nci, Just mci) | |
| nci == mci -> cs | |
| otherwise -> S.union (cs !! nci) (cs !! mci) : (cs !!~ [nci, mci]) | |
lookupClass n cs = findIndex (n `S.member`) cs | |
a !!~ is = snd . unzip . (filter $ (`notElem` is) . fst) . zip [0..] $ a | |
main = do | |
str <- getContents | |
let namePairs = map ((\[a, b] -> (a, b)) . (split "=") . rstrip) $ lines str | |
putStr . unlines . map (intercalate "=") . genEquivalentClass $ namePairs |
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