A transpiler from a simple S-expression language to JS

Lisp.hs

{-# LANGUAGE LambdaCase #-}

-- http://gilmi.xyz/post/2016/10/14/lisp-to-js

module Main where

import Control.Applicative (Alternative, empty, (<|>))
import Control.Arrow (first, (***))
import Data.Bool (bool)
import Data.List (intercalate)
import System.Environment (getArgs)

------------
--  Model
------------

type Name  = String

data Expr
  = ATOM Atom
  | LIST [Expr]
    deriving (Eq, Read, Show)

data Atom
  = Int Int
  | Symbol Name
    deriving (Eq, Read, Show)

------------
-- Parser
------------

newtype Parser a
  = Parser (ParseString -> Either ParseError (a, ParseString))

data ParseString
  = ParseString Name (Int, Int) String

data ParseError
  = ParseError ParseString Error

type Error = String

instance Functor Parser where
  fmap f (Parser parser) =
    Parser (\str -> first f <$> parser str)

instance Applicative Parser where
  pure x = Parser (\str -> Right (x, str))
  (Parser p1) <*> (Parser p2) =
    Parser $
      \str -> do
        (f, rest)  <- p1 str
        (x, rest') <- p2 rest
        pure (f x, rest')

instance Alternative Parser where
  empty = Parser (`throwErr` "Failed consuming input")
  (Parser p1) <|> (Parser p2) =
    Parser $
      \pstr -> case p1 pstr of
        Right result -> Right result
        Left  _      -> p2 pstr

instance Monad Parser where
  (Parser p1) >>= f =
    Parser $
     \str -> case p1 str of
       Left err -> Left err
       Right (rs, rest) ->
         case f rs of
           Parser parser -> parser rest

runParser :: String -> String -> Parser a -> Either ParseError (a, ParseString)
runParser name str (Parser parser) = parser $ ParseString name (0,0) str

throwErr :: ParseString -> String -> Either ParseError a
throwErr ps@(ParseString name (row,col) _) errMsg =
  Left $ ParseError ps $ unlines
    [ "*** " ++ name ++ ": " ++ errMsg
    , "* On row " ++ show row ++ ", column " ++ show col ++ "."
    ]

oneOf :: String -> Parser Char
oneOf chars =
  Parser $ \case
    ps@(ParseString name (row, col) str) ->
      case str of
        []     -> throwErr ps "Cannot read character of empty string"
        (c:cs) ->
          if c `elem` chars
          then Right (c, ParseString name (row, col+1) cs)
          else throwErr ps $ unlines ["Unexpected character " ++ [c], "Expecting one of: " ++ show chars]


char :: Char -> Parser Char
char c = oneOf [c]

string :: String -> Parser String
string = traverse char

many :: Parser a -> Parser [a]
many parser = go []
  where go cs = (parser >>= \c -> go (c:cs)) <|> pure (reverse cs)

many1 :: Parser a -> Parser [a]
many1 parser =
  (:) <$> parser <*> many parser

optional :: Parser a -> Parser (Maybe a)
optional (Parser parser) =
  Parser $
    \pstr -> case parser pstr of
      Left _ -> Right (Nothing, pstr)
      Right (x, rest) -> Right (Just x, rest)

space :: Parser Char
space = oneOf " \n"

spaces :: Parser String
spaces = many space

spaces1 :: Parser String
spaces1 = many1 space

withSpaces :: Parser a -> Parser a
withSpaces parser =
  spaces *> parser <* spaces

parens :: Parser a -> Parser a
parens parser =
     (withSpaces $ char '(')
  *> withSpaces parser
  <* (spaces *> char ')')

sepBy :: Parser a -> Parser b -> Parser [b]
sepBy sep parser = do
  frst <- optional parser
  rest <- many (sep *> parser)
  pure $ maybe rest (:rest) frst

-----------------
-- Lisp Parser
-----------------

parseExpr :: Parser Expr
parseExpr =
      fmap ATOM parseAtom
  <|> fmap LIST parseList

parseAtom :: Parser Atom
parseAtom = parseSymbol <|> parseInt

parseSymbol :: Parser Atom
parseSymbol = fmap Symbol parseName

parseName :: Parser Name
parseName = do
  c  <- oneOf ['a'..'z']
  cs <- many $ oneOf $ ['a'..'z'] ++ "0123456789"
  pure (c:cs)

parseInt :: Parser Atom
parseInt = do
  sign <- optional $ char '-'
  num  <- many1 $ oneOf "0123456789"
  let result = read $ maybe num (:num) sign
  pure $ Int result

parseList :: Parser [Expr]
parseList = parens $ sepBy spaces1 parseExpr

runExprParser :: String -> String -> Either Error Expr
runExprParser name str =
  case runParser name str (withSpaces parseExpr) of
    Left (ParseError _ errMsg) -> Left errMsg
    Right (result, _) -> Right result

------------------
-- Pretty Print   
------------------

printExpr :: Expr -> String
printExpr = printExpr' False 0

printAtom :: Atom -> String
printAtom = \case
  Symbol s -> s
  Int i -> show i

printExpr' :: Bool -> Int -> Expr -> String
printExpr' doindent level = \case
  ATOM a -> indent (bool 0 level doindent) (printAtom a)
  LIST (e:es) ->
    indent (bool 0 level doindent) $
      concat
        [ "("
        , printExpr' False (level + 1) e
        , bool "\n" "" (null es)
        , intercalate "\n" $ map (printExpr' True (level + 1)) es
        , ")"
        ]


indent :: Int -> String -> String
indent tabs e = concat (replicate tabs "  ") ++ e

----------------------
-- Code Generation
----------------------

type JSBinOp = String

data JSExpr
  = JSInt Int
  | JSSymbol Name
  | JSBinOp JSBinOp JSExpr JSExpr
  | JSReturn JSExpr
  | JSLambda [Name] JSExpr
  | JSFunCall JSExpr [JSExpr]
    deriving (Eq, Show, Read)

printJSOp :: JSBinOp -> String
printJSOp op = op

printJSExpr :: Bool -> Int -> JSExpr -> String
printJSExpr doindent tabs = \case
  JSInt    i     -> show i
  JSSymbol name  -> name
  JSLambda vars expr -> (if doindent then indent tabs else id) $ unlines
    ["function(" ++ intercalate ", " vars ++ ") {"
    ,indent (tabs+1) $ printJSExpr False (tabs+1) expr
    ] ++ indent tabs "}"
  JSBinOp  op e1 e2  -> "(" ++ printJSExpr False tabs e1 ++ " " ++ printJSOp op ++ " " ++ printJSExpr False tabs e2 ++ ")"
  JSFunCall f exprs  -> "(" ++ printJSExpr False tabs f ++ ")(" ++ intercalate ", " (fmap (printJSExpr False tabs) exprs) ++ ")"
  JSReturn expr      -> (if doindent then indent tabs else id) $ "return " ++ printJSExpr False tabs expr ++ ";"

------------------
-- Translation
------------------

type TransError = String

translateToJS :: Expr -> Either TransError JSExpr
translateToJS = \case
  ATOM (Symbol s) -> pure $ JSSymbol s
  ATOM (Int i)    -> pure $ JSInt i
  LIST xs -> translateList xs

translateList :: [Expr] -> Either TransError JSExpr
translateList = \case
  []     -> Left "translating empty list"
  ATOM (Symbol s):xs
    | Just f <- lookup s builtins ->
      f xs
  f:xs ->
    JSFunCall <$> translateToJS f <*> traverse translateToJS xs

---------------

type Builtin  = [Expr] -> Either TransError JSExpr
type Builtins = [(Name, Builtin)]

builtins :: Builtins
builtins =
  [("lambda", transLambda)
  ,("let", transLet)
  ,("add", transBinOp "add" "+")
  ,("mul", transBinOp "mul" "*")
  ,("sub", transBinOp "sub" "-")
  ,("div", transBinOp "div" "/")
  ,("print", transPrint)
  ]

transLambda :: [Expr] -> Either TransError JSExpr
transLambda = \case
  [LIST vars, body] -> do
    vars' <- traverse fromSymbol vars
    JSLambda vars' <$> (JSReturn <$> translateToJS body)

  vars ->
    Left $ unlines
      ["Syntax error: unexpected arguments for lambda."
      ,"expecting 2 arguments, the first is the list of vars and the second is the body of the lambda."
      ,"In expression: " ++ show (LIST $ ATOM (Symbol "lambda") : vars)
      ]

fromSymbol :: Expr -> Either String Name
fromSymbol (ATOM (Symbol s)) = Right s
fromSymbol e = Left $ "cannot bind value to non symbol type: " ++ show e

transLet :: [Expr] -> Either TransError JSExpr
transLet = \case
  [LIST binds, body] -> do
    (vars, vals) <- letParams binds
    vars' <- traverse fromSymbol vars
    JSFunCall . JSLambda vars' <$> (JSReturn <$> translateToJS body) <*> traverse translateToJS vals
   where
    letParams :: [Expr] -> Either Error ([Expr],[Expr])
    letParams = \case
      [] -> pure ([],[])
      LIST [x,y] : rest -> ((x:) *** (y:)) <$> letParams rest
      x : _ -> Left ("Unexpected argument in let list in expression:\n" ++ printExpr x)

  vars ->
    Left $ unlines
      ["Syntax error: unexpected arguments for let."
      ,"expecting 2 arguments, the first is the list of var/val pairs and the second is the let body."
      ,"In expression:\n" ++ printExpr (LIST $ ATOM (Symbol "let") : vars)
      ]

transBinOp :: Name -> Name -> [Expr] -> Either TransError JSExpr
transBinOp f _ []   = Left $ "Syntax error: '" ++ f ++ "' expected at least 1 argument, got: 0"
transBinOp _ _ [x]  = translateToJS x
transBinOp _ f list = foldl1 (JSBinOp f) <$> traverse translateToJS list

transPrint :: [Expr] -> Either TransError JSExpr
transPrint [expr] = JSFunCall (JSSymbol "console.log") . (:[]) <$> translateToJS expr
transPrint xs     = Left $ "Syntax error. print expected 1 arguments, got: " ++ show (length xs)

----------
-- Glue
----------

main :: IO ()
main = getArgs >>= \case
  [file] ->
    printCompile =<< readFile file
  ["--e",file] ->
    either putStrLn print . runExprParser "--e" =<< readFile file
  ["--pp",file] ->
    either putStrLn (putStrLn . printExpr) . runExprParser "--pp" =<< readFile file
  ["--jse",file] ->
    either print (either putStrLn print . translateToJS) . runExprParser "--jse" =<< readFile file
  ["--ppc",file] ->
    either putStrLn (either putStrLn putStrLn) . fmap (compile . printExpr) . runExprParser "--ppc" =<< readFile file
  _ ->
    putStrLn $ unlines
      ["Usage: runghc Main.hs [ --e, --pp, --jse, --ppc ] <filename>"
      ,"--e     print the Expr"
      ,"--pp    pretty print Expr"
      ,"--jse   print the JSExpr"
      ,"--ppc   pretty print Expr and then compile"
      ]

printCompile :: String -> IO ()
printCompile = either putStrLn putStrLn . compile

compile :: String -> Either Error String
compile str = printJSExpr False 0 <$> (translateToJS =<< runExprParser "compile" str)

A few sample programs:

(add 1 2)

(let ((x 1) (y 2))
  (add x y))

(let
  ((double (lambda (x) (mul x x))))
  (double 5))

(let
  ((compose
    (lambda (f g)
      (lambda (x) (f (g x)))))
  (double
    (lambda (x) (mul x x)))
  (add1
    (lambda (x) (add x 1))))
  ((compose double add1) 5))

A few sample programs:

(add 1 2)

(let ((x 1) (y 2))
  (add x y))

(let
  ((double (lambda (x) (mul x x))))
  (double 5))

(let
  ((compose
    (lambda (f g)
      (lambda (x) (f (g x)))))
  (double
    (lambda (x) (mul x x)))
  (add1
    (lambda (x) (add x 1))))
  ((compose double add1) 5))