-- | -- Module : Data.SExpresso.SExpr -- Copyright : © 2019 Vincent Archambault -- License : 0BSD -- -- Maintainer : Vincent Archambault -- Stability : experimental -- -- Definition of S-expression {-# LANGUAGE PatternSynonyms #-} {-# LANGUAGE ViewPatterns #-} {-# LANGUAGE TemplateHaskell #-} {-# LANGUAGE KindSignatures #-} {-# LANGUAGE TypeFamilies #-} {-# LANGUAGE DeriveFunctor, DeriveFoldable, DeriveTraversable #-} module Data.SExpresso.SExpr ( SExpr(..), Sexp, pattern A, pattern L, pattern Sexp, pattern (:::), pattern Nil, isAtom, sAtom, isList, sList ) where import Data.Bifunctor.TH import Data.Functor.Foldable.TH -- | The datatype 'SExpr' is the definition of an S-expression for the -- library S-expresso. -- -- The parameter @a@ allows you to specify the datatype of atoms and -- the parameter @b@ is usefull for keeping metadata about S-expression -- like source position for example. data SExpr b a = SList b [SExpr b a] | SAtom a deriving (Eq, Show, Functor, Traversable, Foldable) $(deriveBifunctor ''SExpr) $(deriveBifoldable ''SExpr) $(deriveBitraversable ''SExpr) $(makeBaseFunctor ''SExpr) -- | The type synonym 'Sexp' is a variant of the more general 'SExpr' -- datatype with no data for the 'SList' constructor. type Sexp a = SExpr () a -- | Bidirectional pattern synonym for the type synonym 'Sexp'. See -- also the 'L' pattern synonym. -- -- >foo (Sexp x) = x -- Equivalent to foo (SList () x) = x -- >s = Sexp [] -- Equivalent to s = SList () [] pattern Sexp :: [Sexp a] -> Sexp a pattern Sexp xs = SList () xs -- | Pattern for matching only the sublist of the 'SList' constructor. -- See also the Sexp pattern synonym. -- -- >foo (L xs) = xs -- Equivalent to foo (SList _ xs) = xs pattern L :: [SExpr b a] -> SExpr b a pattern L xs <- SList _ xs -- | Shorthand for 'SAtom'. -- -- >foo (A x) = x -- Equivalent to foo (SAtom x) = x -- > a = A 3 -- Equivalent to a = SAtom 3 pattern A :: a -> SExpr b a pattern A x = SAtom x uncons :: SExpr b a -> Maybe (SExpr b a, SExpr b a) uncons (SAtom _) = Nothing uncons (SList _ []) = Nothing uncons (SList b (x:xs)) = Just (x, SList b xs) -- | Pattern specifying the shape of the sublist of the 'SList' constructor. -- See also 'Nil'. -- -- Although it aims to mimic the behavior of the cons (:) constructor -- for list, this pattern behavior is a little bit different. Indeed -- its signature is @SExpr b a -> SExpr b a -> SExpr b a@ while the -- cons (:) constructor signature is @a -> [a] -> [a]@. The first -- argument type is different in the case of the cons constructor but all -- the types are identical for the pattern `:::`. -- -- This implies that the following code -- -- >foo (x ::: xs) = ... -- is equivalent to -- -- >foo (SList b (x : rest)) = let xs = SList b rest -- > in ... -- If you wish for the @xs@ above to match the remaining of the list, -- you need to use the 'L' pattern -- -- >foo (A x ::: L xs) -- which is equivalent to -- -- >foo (SList b (x : rest)) = let (SList _ xs) = SList b rest -- > in ... -- -- Other examples : -- -- >foo (A x1 ::: A x2 ::: Nil) -- Equivalent to foo (SList _ [SAtom x1, SAtom x2]) -- >foo (L ys ::: A x ::: L xs) -- Equivalent to foo (SList _ (SList _ ys : SAtom x : xs)) infixr 5 ::: pattern (:::) :: SExpr b a -> SExpr b a -> SExpr b a pattern x ::: xs <- (uncons -> Just (x, xs)) -- | Pattern to mark the end of the list when using the pattern synonym ':::' pattern Nil :: SExpr b a pattern Nil <- SList _ [] -- | The 'isAtom' function returns 'True' iff its argument is of the -- form @SAtom _@. isAtom :: SExpr b a -> Bool isAtom (A _) = True isAtom _ = False -- | The 'sAtom' function returns 'Nothing' if its argument is of the -- form @SList _ _@ and @'Just' a@ if its argument is of the form @SAtom _@.. sAtom :: SExpr b a -> Maybe a sAtom (A x) = Just x sAtom _ = Nothing -- | The 'isList' function returns 'True' iff its argument is of the -- form @SList _ _@. isList :: SExpr b a -> Bool isList (L _) = True isList _ = False -- | The 'sList' function returns 'Nothing' if its argument is of the -- form @SAtom _@ and the sublist @xs@ if its argument is of the form -- @SList _ xs@. sList :: SExpr b a -> Maybe [SExpr b a] sList (L l) = Just l sList _ = Nothing