{-# LANGUAGE GeneralizedNewtypeDeriving #-} module Language.Symantic.Document.Sym where import Data.Bool import Data.Char (Char) import Data.Eq (Eq(..)) import Data.Foldable (Foldable, foldr, foldr1) import Data.Function ((.), ($)) import Data.Functor (Functor(..)) import Data.Int (Int) import Data.Maybe (Maybe(..)) import Data.Monoid (Monoid(..)) import Data.Ord (Ord(..), Ordering(..)) import Data.Semigroup (Semigroup(..)) import Data.String (String, IsString) import Prelude (Integer, fromIntegral, Num(..), pred, undefined, Integral, Real, Enum) import Text.Show (Show(..)) import qualified Data.Foldable as Foldable import qualified Data.List as List import qualified Data.Text as Text import qualified Data.Text.Lazy as TL -- * Type 'Nat' newtype Nat = Nat Integer deriving (Eq, Ord, Show, Integral, Real, Enum) unLength :: Nat -> Integer unLength (Nat i) = i instance Num Nat where fromInteger i | 0 <= i = Nat i | otherwise = undefined abs = Nat . abs . unLength signum = signum . signum Nat x + Nat y = Nat (x + y) Nat x * Nat y = Nat (x * y) Nat x - Nat y | y <= x = Nat (x - y) | otherwise = undefined -- * Class 'Lengthable' class Lengthable a where length :: a -> Nat instance Lengthable Char where length _ = Nat 1 instance Lengthable [a] where length = Nat . fromIntegral . List.length instance Lengthable Text.Text where length = Nat . fromIntegral . Text.length instance Lengthable TL.Text where length = Nat . fromIntegral . TL.length -- * Class 'Splitable' class Monoid a => Splitable a where null :: a -> Bool tail :: a -> a break :: (Char -> Bool) -> a -> (a, a) lines :: a -> [a] lines = splitOnChar (== '\n') words :: a -> [a] words = splitOnChar (== ' ') splitOnChar :: (Char -> Bool) -> a -> [a] splitOnChar c a = if null a then [] else let (l,a') = break c a in l : if null a' then [] else let a'' = tail a' in if null a'' then [mempty] else splitOnChar c a'' instance Splitable String where null = List.null tail = List.tail break = List.break instance Splitable Text.Text where null = Text.null tail = Text.tail break = Text.break instance Splitable TL.Text where null = TL.null tail = TL.tail break = TL.break -- * Type 'Column' type Column = Nat -- ** Type 'Indent' type Indent = Column -- * Class 'Textable' class (IsString d, Semigroup d) => Textable d where empty :: d charH :: Char -- ^ XXX: MUST NOT be '\n' -> d stringH :: String -- ^ XXX: MUST NOT contain '\n' -> d textH :: Text.Text -- ^ XXX: MUST NOT contain '\n' -> d ltextH :: TL.Text -- ^ XXX: MUST NOT contain '\n' -> d default empty :: Textable (ReprOf d) => Trans d => d default charH :: Textable (ReprOf d) => Trans d => Char -> d default stringH :: Textable (ReprOf d) => Trans d => String -> d default textH :: Textable (ReprOf d) => Trans d => Text.Text -> d default ltextH :: Textable (ReprOf d) => Trans d => TL.Text -> d empty = trans empty charH = trans . charH stringH = trans . stringH textH = trans . textH ltextH = trans . ltextH newline :: d space :: d -- | @x '<+>' y = x '<>' 'space' '<>' y@ (<+>) :: d -> d -> d -- | @x '' y = x '<>' 'newline' '<>' y@ () :: d -> d -> d int :: Int -> d integer :: Integer -> d char :: Char -> d string :: String -> d text :: Text.Text -> d ltext :: TL.Text -> d catH :: Foldable f => f d -> d catV :: Foldable f => f d -> d unwords :: Foldable f => f d -> d unlines :: Foldable f => f d -> d foldrWith :: Foldable f => (d -> d -> d) -> f d -> d foldWith :: Foldable f => (d -> d) -> f d -> d intercalate :: Foldable f => d -> f d -> d between :: d -> d -> d -> d replicate :: Int -> d -> d newline = "\n" space = char ' ' x <+> y = x <> space <> y x y = x <> newline <> y int = stringH . show integer = stringH . show char = \case '\n' -> newline; c -> charH c string = catV . fmap stringH . lines text = catV . fmap textH . lines ltext = catV . fmap ltextH . lines catH = foldr (<>) empty catV = foldrWith (\x y -> x<>newline<>y) unwords = foldr (<>) space unlines = foldr (\x y -> x<>newline<>y) empty foldrWith f ds = if Foldable.null ds then empty else foldr1 f ds foldWith f = foldrWith $ \a acc -> a <> f acc intercalate sep = foldrWith (\x y -> x<>sep<>y) between o c d = o<>d<>c replicate cnt t | cnt <= 0 = empty | otherwise = t <> replicate (pred cnt) t -- * Class 'Indentable' class Textable d => Indentable d where -- | @('align' d)@ make @d@ uses current 'Column' as 'Indent' level. align :: d -> d -- | @('incrIndent' ind d)@ make @d@ uses current 'Indent' plus @ind@ as 'Indent' level. incrIndent :: Indent -> d -> d -- | @('withIndent' ind d)@ make @d@ uses @ind@ as 'Indent' level. withIndent :: Indent -> d -> d -- | @('withNewline' nl d)@ make @d@ uses @nl@ as 'newline'. -- -- Useful values for @nl@ are: 'empty', 'newlineWithIndent', 'newlineWithoutIndent'. withNewline :: d -> d -> d newlineWithoutIndent :: d newlineWithIndent :: d -- | @('column' f)@ write @f@ applied to the current 'Column'. column :: (Column -> d) -> d -- | @('indent' f)@ write @f@ applied to the current 'Indent'. indent :: (Indent -> d) -> d -- | @('hang' ind d)@ make @d@ uses current 'Column' plus @ind@ as 'Indent' level. hang :: Indent -> d -> d hang ind = align . incrIndent ind -- | @('endToEndWidth' d f)@ write @d@ then -- @f@ applied to the difference between -- the end 'Column' and start 'Column' of @d@. -- -- Note that @f@ is given the end-to-end width, -- which is not necessarily the maximal width. endToEndWidth :: d -> (Column -> d) -> d endToEndWidth d f = column $ \c1 -> (d <>) $ column $ \c2 -> f $ c2 - c1 -- | @'spaces' ind = 'replicate' ind 'space'@ spaces :: Indent -> d spaces i = replicate (fromIntegral i) space -- | @('fill' ind d)@ write @d@, -- then if @d@ is not wider than @ind@, -- write the difference with 'spaces'. fill :: Indent -> d -> d fill m d = endToEndWidth d $ \w -> case w`compare`m of LT -> spaces $ m - w _ -> empty -- | @('breakableFill' ind d)@ write @d@, -- then if @d@ is not wider than @ind@, write the difference with 'spaces' -- otherwise write a 'newline' indented to to the start 'Column' of @d@ plus @ind@. breakableFill :: Indent -> d -> d breakableFill m d = column $ \c -> endToEndWidth d $ \w -> case w`compare`m of LT -> spaces (m - w) <> empty EQ -> empty GT -> withIndent (c + m) newline -- * Class 'Breakable' class (Textable d, Indentable d) => Breakable d where -- | @('breakable' f)@ write @f@ applied to whether breaks are activated or not. breakable :: (Maybe Column -> d) -> d -- | @('withBreakable' b d)@ whether to active breaks or not within @d@. withBreakable :: Maybe Column -> d -> d -- | @('ifBreak' onWrap onNoWrap)@ -- write @onWrap@ if @onNoWrap@ leads to a 'Column' -- greater or equal to the one sets with 'withBreakable', -- otherwise write @onNoWrap@. ifBreak :: d -> d -> d -- | @('breakpoint' onNoBreak onBreak d)@ -- write @onNoBreak@ then @d@ if they fit, -- @onBreak@ otherwise. breakpoint :: d -> d -> d -> d -- | @('breakableEmpty' d)@ write @d@ if it fits, 'newline' then @d@ otherwise. breakableEmpty :: d -> d breakableEmpty = breakpoint empty newline -- | @x '><' y = x '<>' 'breakableEmpty' y@ (><) :: d -> d -> d x >< y = x <> breakableEmpty y -- | @('breakableSpace' d)@ write 'space' then @d@ it they fit, -- 'newline' then @d@ otherwise. breakableSpace :: d -> d breakableSpace = breakpoint space newline -- | @x '>+<' y = x '<>' 'breakableSpace' y@ (>+<) :: d -> d -> d x >+< y = x <> breakableSpace y -- | @'breakableSpaces' ds@ intercalate a 'breakableSpace' -- between items of @ds@. breakableSpaces :: Foldable f => f d -> d breakableSpaces = foldWith breakableSpace -- | @('intercalateHorV' sep ds)@ -- write @ds@ with @sep@ intercalated if the whole fits, -- otherwise write 'align' of @ds@ with 'newline' and @sep@ intercalated. intercalateHorV :: Foldable f => d -> f d -> d intercalateHorV sep xs = ifBreak (align $ foldWith ((newline <> sep) <>) xs) (foldWith (sep <>) xs) -- * Class 'Colorable' class Colorable d where -- | @('colorable' f)@ write @f@ applied to whether colors are activated or not. colorable :: (Bool -> d) -> d -- | @('withColor' b d)@ whether to active colors or not within @d@. withColorable :: Bool -> d -> d reverse :: d -> d -- Foreground colors -- Dull black :: d -> d red :: d -> d green :: d -> d yellow :: d -> d blue :: d -> d magenta :: d -> d cyan :: d -> d white :: d -> d -- Vivid blacker :: d -> d redder :: d -> d greener :: d -> d yellower :: d -> d bluer :: d -> d magentaer :: d -> d cyaner :: d -> d whiter :: d -> d -- Background colors -- Dull onBlack :: d -> d onRed :: d -> d onGreen :: d -> d onYellow :: d -> d onBlue :: d -> d onMagenta :: d -> d onCyan :: d -> d onWhite :: d -> d -- Vivid onBlacker :: d -> d onRedder :: d -> d onGreener :: d -> d onYellower :: d -> d onBluer :: d -> d onMagentaer :: d -> d onCyaner :: d -> d onWhiter :: d -> d default reverse :: Colorable (ReprOf d) => Trans d => d -> d default black :: Colorable (ReprOf d) => Trans d => d -> d default red :: Colorable (ReprOf d) => Trans d => d -> d default green :: Colorable (ReprOf d) => Trans d => d -> d default yellow :: Colorable (ReprOf d) => Trans d => d -> d default blue :: Colorable (ReprOf d) => Trans d => d -> d default magenta :: Colorable (ReprOf d) => Trans d => d -> d default cyan :: Colorable (ReprOf d) => Trans d => d -> d default white :: Colorable (ReprOf d) => Trans d => d -> d default blacker :: Colorable (ReprOf d) => Trans d => d -> d default redder :: Colorable (ReprOf d) => Trans d => d -> d default greener :: Colorable (ReprOf d) => Trans d => d -> d default yellower :: Colorable (ReprOf d) => Trans d => d -> d default bluer :: Colorable (ReprOf d) => Trans d => d -> d default magentaer :: Colorable (ReprOf d) => Trans d => d -> d default cyaner :: Colorable (ReprOf d) => Trans d => d -> d default whiter :: Colorable (ReprOf d) => Trans d => d -> d default onBlack :: Colorable (ReprOf d) => Trans d => d -> d default onRed :: Colorable (ReprOf d) => Trans d => d -> d default onGreen :: Colorable (ReprOf d) => Trans d => d -> d default onYellow :: Colorable (ReprOf d) => Trans d => d -> d default onBlue :: Colorable (ReprOf d) => Trans d => d -> d default onMagenta :: Colorable (ReprOf d) => Trans d => d -> d default onCyan :: Colorable (ReprOf d) => Trans d => d -> d default onWhite :: Colorable (ReprOf d) => Trans d => d -> d default onBlacker :: Colorable (ReprOf d) => Trans d => d -> d default onRedder :: Colorable (ReprOf d) => Trans d => d -> d default onGreener :: Colorable (ReprOf d) => Trans d => d -> d default onYellower :: Colorable (ReprOf d) => Trans d => d -> d default onBluer :: Colorable (ReprOf d) => Trans d => d -> d default onMagentaer :: Colorable (ReprOf d) => Trans d => d -> d default onCyaner :: Colorable (ReprOf d) => Trans d => d -> d default onWhiter :: Colorable (ReprOf d) => Trans d => d -> d reverse = trans1 reverse black = trans1 black red = trans1 red green = trans1 green yellow = trans1 yellow blue = trans1 blue magenta = trans1 magenta cyan = trans1 cyan white = trans1 white blacker = trans1 blacker redder = trans1 redder greener = trans1 greener yellower = trans1 yellower bluer = trans1 bluer magentaer = trans1 magentaer cyaner = trans1 cyaner whiter = trans1 whiter onBlack = trans1 onBlack onRed = trans1 onRed onGreen = trans1 onGreen onYellow = trans1 onYellow onBlue = trans1 onBlue onMagenta = trans1 onMagenta onCyan = trans1 onCyan onWhite = trans1 onWhite onBlacker = trans1 onBlacker onRedder = trans1 onRedder onGreener = trans1 onGreener onYellower = trans1 onYellower onBluer = trans1 onBluer onMagentaer = trans1 onMagentaer onCyaner = trans1 onCyaner onWhiter = trans1 onWhiter -- * Class 'Decorable' class Decorable d where -- | @('decorable' f)@ write @f@ applied to whether decorations are activated or not. decorable :: (Bool -> d) -> d -- | @('withColor' b d)@ whether to active decorations or not within @d@. withDecorable :: Bool -> d -> d bold :: d -> d underline :: d -> d italic :: d -> d default bold :: Decorable (ReprOf d) => Trans d => d -> d default underline :: Decorable (ReprOf d) => Trans d => d -> d default italic :: Decorable (ReprOf d) => Trans d => d -> d bold = trans1 bold underline = trans1 underline italic = trans1 italic -- * Class 'Trans' class Trans tr where -- | Return the underlying @tr@ of the transformer. type ReprOf tr :: * -- | Lift a tr to the transformer's. trans :: ReprOf tr -> tr -- | Unlift a tr from the transformer's. unTrans :: tr -> ReprOf tr -- | Identity transformation for a unary symantic method. trans1 :: (ReprOf tr -> ReprOf tr) -> (tr -> tr) trans1 f = trans . f . unTrans -- | Identity transformation for a binary symantic method. trans2 :: (ReprOf tr -> ReprOf tr -> ReprOf tr) -> (tr -> tr -> tr) trans2 f t1 t2 = trans (f (unTrans t1) (unTrans t2)) -- | Identity transformation for a ternary symantic method. trans3 :: (ReprOf tr -> ReprOf tr -> ReprOf tr -> ReprOf tr) -> (tr -> tr -> tr -> tr) trans3 f t1 t2 t3 = trans (f (unTrans t1) (unTrans t2) (unTrans t3))