{-# LANGUAGE PatternGuards, ScopedTypeVariables #-}
{-# LANGUAGE FlexibleContexts #-}

{-
Find bindings within a let, and lists of statements
If you have n the same, error out

<TEST_DISABLED_1150>
foo = a where {a = 1; b = 2; c = 3} \
bar = a where {a = 1; b = 2; c = 3} -- ???
main = do a; a; a; a
main = do a; a; a; a; a; a -- ???
main = do a; a; a; a; a; a; a -- ???
main = do (do b; a; a; a); do (do c; a; a; a) -- ???
main = do a; a; a; b; a; a; a -- ???
main = do a; a; a; b; a; a
{-# ANN main "HLint: ignore Reduce duplication" #-}; main = do a; a; a; a; a; a -- @Ignore ???
{-# HLINT ignore main "Reduce duplication" #-}; main = do a; a; a; a; a; a -- @Ignore ???
{- HLINT ignore main "Reduce duplication" -}; main = do a; a; a; a; a; a -- @Ignore ???
</TEST_DISABLED_1150>
-}


module Hint.Duplicate(duplicateHint) where

import Hint.Type (CrossHint, ModuleEx(..), Idea(..),rawIdeaN,Severity(Suggestion,Warning))
import Data.Data
import Data.Generics.Uniplate.DataOnly
import Data.Default
import Data.Maybe
import Data.Tuple.Extra
import Data.List hiding (find)
import qualified Data.List.NonEmpty as NE
import qualified Data.Map as Map

import GHC.Types.SrcLoc
import GHC.Hs
import GHC.Utils.Outputable
import GHC.Data.Bag
import GHC.Util
import Language.Haskell.GhclibParserEx.GHC.Hs
import Language.Haskell.GhclibParserEx.GHC.Hs.ExtendInstances
import Language.Haskell.GhclibParserEx.GHC.Utils.Outputable

duplicateHint :: CrossHint
duplicateHint ms =
   -- Do expressions.
   dupes [ (m, d, y)
         | (m, d, x) <- ds
         , HsDo _ _ (L _ y) :: HsExpr GhcPs <- universeBi x
         ] ++
  -- Bindings in a 'let' expression or a 'where' clause.
   dupes [ (m, d, y)
         | (m, d, x) <- ds
         , HsValBinds _ (ValBinds _ b _ ) :: HsLocalBinds GhcPs <- universeBi x
         , let y = bagToList b
         ]
    where
      ds = [(modName m, fromMaybe "" (declName d), unLoc d)
           | ModuleEx m _ <- map snd ms
           , d <- hsmodDecls (unLoc m)]

dupes :: (Outputable e, Data e) => [(String, String, [Located e])] -> [Idea]
dupes ys =
    [(rawIdeaN
        (if length xs >= 5 then Hint.Type.Warning else Suggestion)
        "Reduce duplication" p1
        (unlines $ map unsafePrettyPrint xs)
        (Just $ "Combine with " ++ showSrcSpan p2)
        []
     ){ideaModule = [m1, m2], ideaDecl = [d1, d2]}
    | ((m1, d1, SrcSpanD p1), (m2, d2, SrcSpanD p2), xs) <- duplicateOrdered 3 $ map f ys]
    where
      f (m, d, xs) =
        [((m, d, SrcSpanD (getLoc x)), extendInstances (stripLocs x)) | x <- xs]

---------------------------------------------------------------------
-- DUPLICATE FINDING

-- | The position to return if we match at this point, and the map of where to go next
--   If two runs have the same vals, always use the first pos you find
data Dupe pos val = Dupe pos (Map.Map val (Dupe pos val))


find :: Ord val => [val] -> Dupe pos val -> (pos, Int)
find (v:vs) (Dupe p mp) | Just d <- Map.lookup v mp = second (+1) $ find vs d
find _ (Dupe p mp) = (p, 0)


add :: Ord val => pos -> [val] -> Dupe pos val -> Dupe pos val
add pos [] d = d
add pos (v:vs) (Dupe p mp) = Dupe p $ Map.insertWith f v (add pos vs $ Dupe pos Map.empty) mp
    where f new = add pos vs

duplicateOrdered :: forall pos val.
  (Ord pos, Default pos, Ord val) => Int -> [[(pos,val)]] -> [(pos,pos,[val])]
duplicateOrdered threshold xs = concat $ concat $ snd $ mapAccumL f (Dupe def Map.empty) xs
    where
        f :: Dupe pos val -> [(pos, val)] -> (Dupe pos val, [[(pos, pos, [val])]])
        f d xs = second overlaps $ mapAccumL (g pos) d $ onlyAtLeast threshold $ tails xs
            where pos = Map.fromList $ zip (map fst xs) [0..]

        g :: Map.Map pos Int -> Dupe pos val -> NE.NonEmpty (pos, val) -> (Dupe pos val, [(pos, pos, [val])])
        g pos d xs = (d2, res)
            where
                res = [(p,pme,take mx vs) | i >= threshold
                      ,let mx = maybe i (\x -> min i $ (pos Map.! pme) - x) $ Map.lookup p pos
                      ,mx >= threshold]
                vs = NE.toList $ snd <$> xs
                (p,i) = find vs d
                pme = fst $ NE.head xs
                d2 = add pme vs d

        onlyAtLeast n = mapMaybe $ \l -> case l of
           x:xs | length l >= n -> Just (x NE.:| xs)
           _ -> Nothing

        overlaps (x@((_,_,n):_):xs) = x : overlaps (drop (length n - 1) xs)
        overlaps (x:xs) = x : overlaps xs
        overlaps [] = []