{-| Module : Text.SExpression Description : S-expression parser Copyright : (C) Richard Cook, 2019 Licence : MIT Maintainer : rcook@rcook.org Stability : stable Portability : portable This module provides a 'parseSExpr' function which parses simple s-expressions represented using the 'SExpr' type from 'String' input. Here's a full example which uses to determine the satisfiability of a simple Boolean expression. It feeds -format input to Z3 and then parses the output (which uses a subset of Lisp-style s-expressions) to display the satisfying assignment for the expression. > module Main (main) where > > import Control.Applicative ((<|>)) > import Control.Exception (evaluate) > import Control.Monad (void) > import Data.Foldable (for_) > import Data.List (sort) > import Data.Maybe (catMaybes) > import System.IO (BufferMode(..), hGetContents, hPutStrLn, hSetBuffering) > import System.Process > import Text.Megaparsec (parse) > import Text.Megaparsec.Char (char, string) > import Text.Printf (printf) > import Text.SExpression (Parser, SExpr(..), parseSExpr) > > data Z3SATResult = Satisfied | Unsatisfied deriving Show > > data Z3Output = Z3Output Z3SATResult SExpr deriving Show > > main :: IO () > main = do > result <- checkSATWithZ3 "input.smt2" $ > "(push)\n\ > \(declare-const x bool)\n\ > \(declare-const y bool)\n\ > \(assert (and (not x) y))\n\ > \(check-sat)\n\ > \(get-model)\n\ > \(pop)\n\ > \(exit)\n" > case result of > Left e -> putStrLn $ "Error: " ++ e > Right (satResult, funs) -> do > for_ funs $ \(name, value) -> > putStrLn $ printf "%s = %s" name (if value then "1" else "0") > putStrLn $ printf "result=%s" (show satResult) > > parseZ3SATResult :: Parser Z3SATResult > parseZ3SATResult = do > s <- string "sat" <|> string "unsat" > void $ char '\n' > case s of > "sat" -> pure Satisfied > "unsat" -> pure Unsatisfied > _ -> error "Unreachable" > > parseZ3Output :: Parser Z3Output > parseZ3Output = Z3Output <$> parseZ3SATResult <*> parseSExpr > > checkSATWithZ3 :: String -> String -> IO (Either String (Z3SATResult, [(String, Bool)])) > checkSATWithZ3 ctx input = do > output <- withCreateProcess (proc "z3" ["-in"]) > { std_in = CreatePipe > , std_out = CreatePipe > , std_err = Inherit > } $ \(Just hIn) (Just hOut) _ _ -> do > hSetBuffering hIn NoBuffering > hPutStrLn hIn input > s <- hGetContents hOut > void $ evaluate (length s) > pure s > case parse parseZ3Output ctx output of > Left e -> pure $ Left (show e) > Right (Z3Output satResult f) -> pure $ Right (satResult, sort (boolFuns f)) > > boolFuns :: SExpr -> [(String, Bool)] > boolFuns (List (Atom "model" : fs)) = catMaybes $ map p fs > where > p :: SExpr -> Maybe (String, Bool) > p (List [Atom "define-fun", Atom name, List [], Atom "bool", Atom "false"]) = Just (name, False) > p (List [Atom "define-fun", Atom name, List [], Atom "bool", Atom "true"]) = Just (name, True) > p _ = Nothing > boolFuns _ = [] This demonstrates how to run the parser with 'Text.Megaparsec.parse' and 'parseSExpr' as well as how to compose the s-expression parser with other parsers to handle a composite format. It also shows how to pattern-match on 'SExpr' to extract data from s-expressions. -} {-# OPTIONS_GHC -Wall -Werror #-} module Text.SExpression ( -- * Parser context Parser , -- * S-expression values SExpr(..) , -- * S-expression parser parseSExpr ) where import Text.SExpression.Internal (parseSExpr) import Text.SExpression.Types (Parser, SExpr(..))