| 1 | {-# OPTIONS_GHC -fglasgow-exts -fallow-overlapping-instances #-} |
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| 2 | |
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| 3 | module Pugs.Prim.List ( |
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| 4 | op0Zip, op0Cross, op0Cat, op0Each, op0RoundRobin, op1Pick, op1Sum, |
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| 5 | op1Min, op1Max, op1Uniq, |
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| 6 | op2Pick, |
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| 7 | op2ReduceL, op2Reduce, op2Grep, op2First, op2Map, op2Join, |
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| 8 | sortByM, |
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| 9 | op1HyperPrefix, op1HyperPostfix, op2Hyper, |
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| 10 | ) where |
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| 11 | import Pugs.Internals |
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| 12 | import Pugs.AST |
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| 13 | import Pugs.Types |
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| 14 | import Pugs.Monads |
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| 15 | import qualified Data.Set as Set |
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| 16 | |
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| 17 | import Pugs.Prim.Numeric |
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| 18 | import Pugs.Prim.Lifts |
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| 19 | |
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| 20 | op0Cat :: [Val] -> Eval Val |
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| 21 | op0Cat = fmap (VList . concat) . mapM fromVal |
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| 22 | |
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| 23 | op0Zip :: [Val] -> Eval Val |
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| 24 | op0Zip = fmap (VList . fmap VList . op0Zip') . mapM fromVal |
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| 25 | |
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| 26 | op0Each :: [Val] -> Eval Val |
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| 27 | op0Each = fmap (VList . concat . op0Zip') . mapM fromVal |
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| 28 | |
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| 29 | op0RoundRobin :: [Val] -> Eval Val |
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| 30 | op0RoundRobin = fmap (VList . fst . partition defined . concat . op0Zip') . mapM fromVal |
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| 31 | |
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| 32 | op0Zip' :: [[Val]] -> [[Val]] |
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| 33 | op0Zip' lists | any null lists = [] |
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| 34 | op0Zip' [] = [] |
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| 35 | op0Zip' lists = (map zipFirst lists):(op0Zip' (map zipRest lists)) |
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| 36 | where |
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| 37 | zipFirst [] = undef |
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| 38 | zipFirst (x:_) = x |
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| 39 | zipRest [] = [] |
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| 40 | zipRest (_:xs) = xs |
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| 41 | |
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| 42 | op0Cross :: [Val] -> Eval Val |
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| 43 | op0Cross = fmap (VList . fmap VList . op0Cross') . mapM fromVal |
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| 44 | |
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| 45 | op0Cross' :: [[Val]] -> [[Val]] |
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| 46 | op0Cross' [] = [[]] |
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| 47 | op0Cross' (xs:yss) = do |
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| 48 | x <- xs |
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| 49 | ys <- op0Cross' yss |
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| 50 | return (x:ys) |
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| 51 | |
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| 52 | op1Pick :: Val -> Eval Val |
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| 53 | op1Pick (VRef r) = op1Pick =<< readRef r |
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| 54 | op1Pick (VList []) = return undef |
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| 55 | op1Pick (VList vs) = do |
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| 56 | rand <- io $ randomRIO (0, length vs - 1) |
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| 57 | return $ vs !! rand |
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| 58 | op1Pick (VJunc (MkJunc _ _ set)) | Set.null set = return undef |
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| 59 | op1Pick (VJunc (MkJunc JAny _ set)) = do -- pick mainly works on 'any' |
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| 60 | rand <- io $ randomRIO (0 :: Int, (Set.size set) - 1) |
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| 61 | return $ (Set.elems set) !! rand |
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| 62 | op1Pick (VJunc (MkJunc JNone _ _)) = return undef |
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| 63 | op1Pick (VJunc (MkJunc JAll _ set)) = |
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| 64 | if (Set.size $ set) == 1 then return $ head $ Set.elems set |
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| 65 | else return undef |
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| 66 | op1Pick (VJunc (MkJunc JOne dups set)) = |
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| 67 | if (Set.size $ set) == 1 && (Set.size $ dups) == 0 |
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| 68 | then return $ head $ Set.elems set |
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| 69 | else return undef |
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| 70 | op1Pick v = die "pick not defined" v |
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| 71 | |
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| 72 | shuffleN :: Int -> [a] -> Eval [a] |
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| 73 | shuffleN _ [] = return [] |
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| 74 | shuffleN 0 _ = return [] |
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| 75 | shuffleN n xs = do |
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| 76 | -- pick the first element |
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| 77 | first <- io $ randomRIO (0 :: Int, length xs - 1) |
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| 78 | rest <- shuffleN (n-1) $ take first xs ++ drop (first+1) xs |
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| 79 | return $ head (drop first xs) : rest |
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| 80 | |
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| 81 | op2Pick :: Val -> Val -> Eval Val |
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| 82 | op2Pick (VRef r) num = do |
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| 83 | ref <- readRef r |
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| 84 | op2Pick ref num |
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| 85 | op2Pick l@(VList xs) (VNum n) |
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| 86 | | n == 1/0 = op2Pick l (VInt . toInteger $ length xs) |
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| 87 | | otherwise = op2Pick l (VInt $ floor n) |
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| 88 | op2Pick (VList xs) (VInt num) = do |
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| 89 | shuffled <- shuffleN (fromInteger num) xs |
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| 90 | return $ VList shuffled |
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| 91 | op2Pick r _ = die "pick not defined" r |
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| 92 | |
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| 93 | op1Sum :: Val -> Eval Val |
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| 94 | op1Sum list = do |
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| 95 | vals <- fromVal list |
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| 96 | foldM (op2Numeric (+)) undef vals |
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| 97 | |
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| 98 | op1Min :: Val -> Eval Val |
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| 99 | op1Min v = op1MinMax not v |
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| 100 | |
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| 101 | op1Max :: Val -> Eval Val |
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| 102 | op1Max v = op1MinMax id v |
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| 103 | |
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| 104 | -- min_or_max is a function which negates truth/falsehood. |
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| 105 | -- This is necessary as op1MinMax should cope with min() as well as max(). |
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| 106 | op1MinMax :: (Bool -> Bool) -> Val -> Eval Val |
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| 107 | op1MinMax min_or_max v = do |
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| 108 | -- We want to have a real Haskell list |
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| 109 | args <- fromVal v |
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| 110 | -- Extract our comparator sub, or Nothing if none was specified |
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| 111 | (valList, cmp) <- case args of |
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| 112 | (v:vs) -> do |
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| 113 | ifValTypeIsa v "Code" |
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| 114 | (return (vs, Just v)) |
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| 115 | (ifValTypeIsa (last args) "Code" |
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| 116 | (return (init args, Just $ last args)) |
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| 117 | (return (args, Nothing))) |
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| 118 | _ -> return (args, Nothing) |
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| 119 | -- Now let our helper function do the rest |
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| 120 | op1MinMax' min_or_max cmp valList |
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| 121 | where |
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| 122 | op1MinMax' :: (Bool -> Bool) -> (Maybe Val) -> [Val] -> Eval Val |
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| 123 | -- The min or max of an empty list is undef. |
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| 124 | op1MinMax' _ _ [] = return undef |
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| 125 | -- We have to supply our own comparator... |
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| 126 | op1MinMax' _ Nothing valList = foldM default_compare (head valList) (tail valList) |
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| 127 | -- or use the one of the user |
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| 128 | op1MinMax' min_or_max (Just subVal) valList = do |
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| 129 | sub <- fromVal subVal |
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| 130 | evl <- asks envEval |
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| 131 | -- Here we execute the user's sub |
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| 132 | foldM (\a b -> do |
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| 133 | rv <- local (\e -> e{ envContext = cxtItem "Int" }) $ do |
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| 134 | evl (App (Val sub) Nothing [Val a, Val b]) |
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| 135 | int <- fromVal rv |
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| 136 | -- If the return value from the sub was |
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| 137 | -- -1 ==> a < b |
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| 138 | -- 0 ==> a == b |
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| 139 | -- +1 ==> a > b |
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| 140 | -- We call min_or_max so we can work for both min() and max(). |
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| 141 | return $ if min_or_max (int > (0::VInt)) then a else b) (head valList) (tail valList) |
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| 142 | -- This is the default comparision function, which will be used if the user |
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| 143 | -- hasn't specified a own comparision function. |
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| 144 | default_compare a b = do |
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| 145 | a' <- vCastRat a |
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| 146 | b' <- vCastRat b |
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| 147 | let cmp = if a' < b' then (-1) else if a' == b' then 0 else 1 |
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| 148 | return $ if min_or_max (cmp > (0::VInt)) then a else b |
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| 149 | |
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| 150 | op1Uniq :: Val -> Eval Val |
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| 151 | op1Uniq v = do |
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| 152 | -- We want to have a real Haskell list |
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| 153 | args <- fromVal v |
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| 154 | -- Extract our comparator sub, or Nothing if none was specified |
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| 155 | (valList, cmp) <- case args of |
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| 156 | (v:vs) -> do |
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| 157 | ifValTypeIsa v "Code" |
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| 158 | (return (vs, Just v)) |
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| 159 | (ifValTypeIsa (last args) "Code" |
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| 160 | (return (init args, Just $ last args)) |
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| 161 | (return (args, Nothing))) |
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| 162 | _ -> return (args, Nothing) |
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| 163 | -- After this parameter unpacking, we begin doing the real work. |
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| 164 | op1Uniq' cmp valList |
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| 165 | where |
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| 166 | op1Uniq' :: (Maybe Val) -> [Val] -> Eval Val |
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| 167 | -- If the user didn't specify an own comparasion sub, we can simply use |
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| 168 | -- Haskell's nub. |
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| 169 | op1Uniq' Nothing valList = return . VList $ nub valList |
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| 170 | -- Else, we have to write our own nubByM and use that. |
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| 171 | op1Uniq' (Just subVal) valList = do |
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| 172 | sub <- fromVal subVal |
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| 173 | evl <- asks envEval |
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| 174 | -- Here we execute the user's sub |
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| 175 | result <- nubByM (\a b -> do |
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| 176 | rv <- local (\e -> e{ envContext = cxtItem "Bool" }) $ do |
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| 177 | evl (App (Val sub) Nothing [Val a, Val b]) |
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| 178 | -- The sub returns either true or false. |
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| 179 | bool <- fromVal rv |
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| 180 | return . VBool $ bool) valList |
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| 181 | return . VList $ result |
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| 182 | -- This is the same as nubBy, only lifted into the Eval monad |
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| 183 | nubByM :: (Val -> Val -> Eval Val) -> [Val] -> Eval [Val] |
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| 184 | nubByM eq l = nubByM' l [] |
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| 185 | where |
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| 186 | nubByM' [] _ = return [] |
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| 187 | nubByM' (y:ys) xs = do |
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| 188 | -- elemByM returns a Val, but we need a VBool, so we have to use fromVal. |
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| 189 | cond <- fromVal =<< elemByM eq y xs |
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| 190 | if cond then nubByM' ys xs else do |
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| 191 | result <- nubByM' ys (y:xs) |
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| 192 | return (y:result) |
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| 193 | elemByM :: (Val -> Val -> Eval Val) -> Val -> [Val] -> Eval Val |
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| 194 | elemByM _ _ [] = return . VBool $ False |
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| 195 | elemByM eq y (x:xs) = do |
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| 196 | cond <- fromVal =<< eq x y |
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| 197 | -- Same here (we need a VBool, not a Var). |
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| 198 | if cond then return . VBool $ cond else elemByM eq y xs |
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| 199 | |
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| 200 | op2ReduceL :: Bool -> Val -> Val -> Eval Val |
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| 201 | op2ReduceL keep sub@(VCode _) list = op2ReduceL keep list sub |
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| 202 | op2ReduceL keep list sub = do |
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| 203 | code <- fromVal sub |
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| 204 | op2Reduce keep list $ VCode code{ subAssoc = A_left } |
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| 205 | |
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| 206 | op2Reduce :: Bool -> Val -> Val -> Eval Val |
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| 207 | op2Reduce keep sub@VCode{} list = op2Reduce keep list sub |
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| 208 | op2Reduce keep list sub = do |
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| 209 | code <- fromVal sub |
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| 210 | args <- fromVal list |
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| 211 | if null args then identityVal (subName code) else do |
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| 212 | -- cxt <- asks envContext |
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| 213 | let arity = length $ subParams code |
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| 214 | (reduceM, reduceMn) = if keep then (scanM, scanMn) else (foldM, foldMn) |
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| 215 | if subAssoc code == A_list |
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| 216 | then asks envEval >>= \evl -> evl $ App (Val $ VCode code{ subParams = length args `replicate` head (subParams code)}) Nothing (map Val args) |
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| 217 | else do |
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| 218 | when (arity < 2) $ fail "Cannot reduce() using a unary or nullary function." |
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| 219 | -- n is the number of *additional* arguments to be passed to the sub. |
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| 220 | -- Ex.: reduce { $^a + $^b }, ... # n = 1 |
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| 221 | -- Ex.: reduce { $^a + $^b + $^c }, ... # n = 2 |
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| 222 | let n = arity - 1 |
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| 223 | -- Break on empty list. |
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| 224 | let doFold xs = do |
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| 225 | evl <- asks envEval |
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| 226 | local (\e -> e{ envContext = cxtItemAny }) $ do |
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| 227 | evl (App (Val sub) Nothing (map Val xs)) |
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| 228 | case subAssoc code of |
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| 229 | A_right -> do |
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| 230 | let args' = reverse args |
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| 231 | reduceMn args' n (doFold . reverse) |
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| 232 | A_chain -> if arity /= 2 -- FIXME: incorrect for scans |
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| 233 | then fail |
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| 234 | "When reducing using a chain-associative sub,\nthe sub must take exactly two arguments." |
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| 235 | else catchT $ \esc -> do |
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| 236 | let doFold' x y = do |
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| 237 | val <- doFold [x, y] |
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| 238 | case val of |
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| 239 | VBool False -> esc val |
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| 240 | _ -> return y |
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| 241 | reduceM doFold' (head args) (tail args) |
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| 242 | return $ VBool True |
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| 243 | A_non -> fail $ "Cannot reduce over non-associativity" |
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| 244 | _ -> reduceMn args n doFold -- "left", "pre" |
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| 245 | where |
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| 246 | -- This is a generalized foldM. |
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| 247 | -- It takes an input list (from which the first elem will be used as start |
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| 248 | -- value), the number of additional arguments, and a reducing function. |
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| 249 | foldMn :: [Val] -> Int -> ([Val] -> Eval Val) -> Eval Val |
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| 250 | foldMn list n f = foldM (\a b -> f (a:b)) (head list) $ list2LoL n $ drop 1 list |
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| 251 | -- Scan version of foldMn. |
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| 252 | scanMn :: [Val] -> Int -> ([Val] -> Eval Val) -> Eval Val |
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| 253 | scanMn list n f = scanM (\a b -> f (a:b)) (head list) $ list2LoL n $ drop 1 list |
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| 254 | -- The Prelude defines foldM but not scanM. |
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| 255 | scanM :: (Val -> b -> Eval Val) -> Val -> [b] -> Eval Val |
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| 256 | scanM f q ls = case ls of |
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| 257 | [] -> return $ VList [q] |
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| 258 | x:xs -> do |
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| 259 | fqx <- f q x |
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| 260 | rest <- fromVal =<< scanM f fqx xs |
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| 261 | return $ VList (q:rest) |
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| 262 | identityVal name = case nameStr of |
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| 263 | "**" -> _1 |
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| 264 | "*" -> _1 |
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| 265 | "/" -> _fail |
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| 266 | "%" -> _fail |
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| 267 | "x" -> _fail |
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| 268 | "xx" -> _fail |
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| 269 | "+&" -> _neg1 |
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| 270 | "+<" -> _fail |
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| 271 | "+>" -> _fail |
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| 272 | "~&" -> _fail |
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| 273 | "~<" -> _fail |
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| 274 | "~>" -> _fail |
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| 275 | "+" -> _0 |
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| 276 | "-" -> _0 |
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| 277 | "~" -> _'' |
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| 278 | "+|" -> _0 |
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| 279 | "+^" -> _0 |
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| 280 | "~|" -> _'' |
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| 281 | "~^" -> _'' |
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| 282 | "&" -> _junc JAll |
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| 283 | "|" -> _junc JAny |
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| 284 | "^" -> _junc JOne |
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| 285 | "!=" -> _false |
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| 286 | "==" -> _true |
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| 287 | "<" -> _true |
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| 288 | "<=" -> _true |
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| 289 | ">" -> _true |
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| 290 | ">=" -> _true |
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| 291 | "~~" -> _true |
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| 292 | "eq" -> _true |
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| 293 | "ne" -> _false |
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| 294 | "lt" -> _true |
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| 295 | "le" -> _true |
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| 296 | "gt" -> _true |
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| 297 | "ge" -> _true |
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| 298 | "=:=" -> _true |
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| 299 | "===" -> _true |
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| 300 | "eqv" -> _true |
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| 301 | "&&" -> _true |
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| 302 | "||" -> _false |
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| 303 | "^^" -> _false |
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| 304 | "," -> _list |
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| 305 | "Z" -> _list |
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| 306 | "X" -> _list |
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| 307 | ('!':_) -> _false |
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| 308 | _ -> _undef |
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| 309 | where |
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| 310 | nameStr = cast name |
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| 311 | _0 = return (VInt 0) |
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| 312 | _1 = return (VInt 1) |
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| 313 | _undef = return undef |
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| 314 | _false = return (VBool False) |
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| 315 | _true = return (VBool True) |
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| 316 | _list = return (VList []) |
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| 317 | _neg1 = return (VInt $ -1) |
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| 318 | _junc = \jtyp -> return . VJunc $ MkJunc jtyp Set.empty Set.empty |
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| 319 | _'' = return (VStr "") |
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| 320 | _fail = fail $ "reduce is nonsensical for " ++ cast name |
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| 321 | |
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| 322 | op2Grep :: Val -> Val -> Eval Val |
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| 323 | op2Grep sub@(VCode _) list = op2Grep list sub |
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| 324 | op2Grep list sub = do |
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| 325 | args <- fromVal list |
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| 326 | vals <- (`filterM` args) $ \x -> do |
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| 327 | evl <- asks envEval |
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| 328 | rv <- local (\e -> e{ envContext = cxtItem "Bool" }) $ do |
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| 329 | evl (App (Val sub) Nothing [Val x]) |
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| 330 | fromVal rv |
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| 331 | return $ VList vals |
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| 332 | |
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| 333 | op2First :: Val -> Val -> Eval Val |
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| 334 | op2First sub@(VCode _) list = op2First list sub |
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| 335 | op2First list sub = do |
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| 336 | (VList vals) <- (op2Grep list sub) |
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| 337 | if not (null vals) |
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| 338 | then return $ (vals !! 0) |
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| 339 | else return $ undef |
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| 340 | |
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| 341 | op2Map :: Val -> Val -> Eval Val |
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| 342 | op2Map sub@(VCode _) list = op2Map list sub |
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| 343 | op2Map list sub = do |
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| 344 | args <- fromVal list |
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| 345 | arity <- fmap (length . subParams) (fromVal sub) |
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| 346 | evl <- asks envEval |
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| 347 | vals <- mapMn args arity $ \x -> do |
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| 348 | rv <- local (\e -> e{ envContext = cxtSlurpyAny }) $ do |
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| 349 | evl (App (Val sub) Nothing (map Val x)) |
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| 350 | fromVal rv |
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| 351 | return $ VList vals |
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| 352 | where |
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| 353 | -- Takes a list, an arity, and a function. |
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| 354 | mapMn :: [Val] -> Int -> ([Val] -> Eval [Val]) -> Eval [Val] |
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| 355 | mapMn list 0 f = fmap concat (mapM (const $ f []) list) |
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| 356 | mapMn list n f = mapMn' (list2LoL n list) f |
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| 357 | -- Takes a LoL and a function and applies the function to the inputlist. |
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| 358 | mapMn' :: [[Val]] -> ([Val] -> Eval [Val]) -> Eval [Val] |
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| 359 | mapMn' (x:xs) f = liftM2 (++) (f x) (mapMn' xs f) |
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| 360 | mapMn' [] _ = return [] |
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| 361 | |
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| 362 | {-| |
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| 363 | Takes an int and a list and returns a LoL. |
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| 364 | Ex.: |
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| 365 | |
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| 366 | > list2LoL 3 [1,2,3,4,5] = [[1,2,3],[4,5,undef]] |
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| 367 | -} |
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| 368 | list2LoL :: Int -> [Val] -> [[Val]] |
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| 369 | list2LoL n list |
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| 370 | | n == 0 = fail "Cannot map() using a nullary function." |
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| 371 | -- If the list has exactly n elements, we've finished our work. |
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| 372 | | length list == n = [list] |
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| 373 | -- If the list is empty, we're done, too. |
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| 374 | | length list == 0 = [] |
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| 375 | -- But if the list contains more elems than we need, we process the |
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| 376 | -- first n ones and the rest separately. |
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| 377 | | length list > n = (list2LoL n $ take n list) ++ (list2LoL n $ drop n list) |
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| 378 | -- And if the list contains less elems than we need, we pad with undefs. |
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| 379 | | length list < n = list2LoL n $ list ++ [undef :: Val] |
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| 380 | | otherwise = fail "Invalid arguments to internal function list2LoL passed." |
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| 381 | |
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| 382 | op2Join :: Val -> Val -> Eval Val |
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| 383 | -- op2Join (VList [x@(VRef _)]) y = op2Join x y |
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| 384 | op2Join x y = do |
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| 385 | (strVal, valList) <- ifValTypeIsa x "Scalar" |
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| 386 | (return (x, (VRef (arrayRef (listVal y))))) |
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| 387 | (return (y, x)) |
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| 388 | str <- fromVal strVal |
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| 389 | ref <- fromVal valList |
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| 390 | list <- readRef ref |
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| 391 | strList <- fromVals list |
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| 392 | return . VStr . concat . intersperse str $ strList |
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| 393 | |
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| 394 | sortByM :: (Val -> Val -> Eval Bool) -> [Val] -> Eval [Val] |
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| 395 | sortByM _ [] = return [] |
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| 396 | sortByM _ [x] = return [x] |
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| 397 | sortByM f xs = do |
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| 398 | let (as, bs) = splitAt (length xs `quot` 2) xs |
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| 399 | aSorted <- sortByM f as |
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| 400 | bSorted <- sortByM f bs |
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| 401 | doMerge f aSorted bSorted |
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| 402 | where |
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| 403 | doMerge :: (Val -> Val -> Eval Bool) -> [Val] -> [Val] -> Eval [Val] |
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| 404 | doMerge _ [] ys = return ys |
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| 405 | doMerge _ xs [] = return xs |
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| 406 | doMerge f (x:xs) (y:ys) = do |
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| 407 | isLessOrEqual <- f x y |
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| 408 | if isLessOrEqual |
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| 409 | then do |
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| 410 | rest <- doMerge f xs (y:ys) |
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| 411 | return (x:rest) |
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| 412 | else do |
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| 413 | rest <- doMerge f (x:xs) ys |
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| 414 | return (y:rest) |
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| 415 | |
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| 416 | op1HyperPrefix :: VCode -> Val -> Eval Val |
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| 417 | op1HyperPrefix sub (VRef ref) = do |
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| 418 | x <- readRef ref |
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| 419 | op1HyperPrefix sub x |
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| 420 | op1HyperPrefix sub x |
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| 421 | | VList x' <- x |
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| 422 | = fmap VList $ hyperList x' |
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| 423 | | otherwise |
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| 424 | = fail "Hyper OP only works on lists" |
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| 425 | where |
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| 426 | doHyper x |
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| 427 | | VRef x' <- x |
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| 428 | = doHyper =<< readRef x' |
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| 429 | | VList{} <- x |
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| 430 | = op1HyperPrefix sub x |
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| 431 | | otherwise |
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| 432 | = enterEvalContext cxtItemAny $ App (Val $ VCode sub) Nothing [Val x] |
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| 433 | hyperList xs = do |
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| 434 | env <- ask |
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| 435 | io $ do |
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| 436 | mvs <- forM xs $ \x -> do |
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| 437 | mv <- newEmptyMVar |
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| 438 | forkIO $ do |
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| 439 | val <- runEvalIO env (doHyper x) |
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| 440 | putMVar mv val |
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| 441 | return mv |
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| 442 | mapM takeMVar mvs |
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| 443 | |
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| 444 | op1HyperPostfix :: VCode -> Val -> Eval Val |
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| 445 | op1HyperPostfix = op1HyperPrefix |
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| 446 | |
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| 447 | op2Hyper :: VCode -> Val -> Val -> Eval Val |
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| 448 | op2Hyper sub (VRef ref) y = do |
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| 449 | x <- readRef ref |
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| 450 | op2Hyper sub x y |
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| 451 | op2Hyper sub x (VRef ref) = do |
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| 452 | y <- readRef ref |
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| 453 | op2Hyper sub x y |
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| 454 | op2Hyper sub x y |
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| 455 | | VList x' <- x, VList y' <- y |
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| 456 | = fmap VList $ hyperLists x' y' |
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| 457 | | VList x' <- x |
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| 458 | = fmap VList $ mapM ((flip doHyper) y) x' |
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| 459 | | VList y' <- y |
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| 460 | = fmap VList $ mapM (doHyper x) y' |
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| 461 | | otherwise |
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| 462 | = fail "Hyper OP only works on lists" |
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| 463 | where |
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| 464 | doHyper x y |
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| 465 | | VRef x' <- x, VRef y' <- y |
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| 466 | = join $ liftM2 doHyper (readRef x') (readRef y') |
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| 467 | | VRef x' <- x |
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| 468 | = (flip doHyper $ y) =<< readRef x' |
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| 469 | | VRef y' <- y |
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| 470 | = doHyper x =<< readRef y' |
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| 471 | | VList{} <- x |
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| 472 | = op2Hyper sub x y |
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| 473 | | VList{} <- y |
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| 474 | = op2Hyper sub x y |
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| 475 | | otherwise |
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| 476 | = enterEvalContext cxtItemAny $ App (Val $ VCode sub) Nothing [Val x, Val y] |
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| 477 | hyperLists xs ys = do |
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| 478 | env <- ask |
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| 479 | io $ do |
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| 480 | mvs <- doHyperLists env xs ys |
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| 481 | mapM takeMVar mvs |
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| 482 | doHyperLists _ [] [] = return [] |
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| 483 | doHyperLists _ xs [] = mapM newMVar xs |
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| 484 | doHyperLists _ [] ys = mapM newMVar ys |
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| 485 | doHyperLists env (x:xs) (y:ys) = do |
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| 486 | mv <- newEmptyMVar |
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| 487 | forkIO $ do |
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| 488 | val <- runEvalIO env $ doHyper x y |
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| 489 | putMVar mv val |
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| 490 | mvs <- doHyperLists env xs ys |
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| 491 | return (mv:mvs) |
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