Revert "Merge branch 'typechecking' into codegen-martin-3"
This reverts commite000e5159f, reversing changes made to3ac8377fa0.
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10 changed files with 9 additions and 285 deletions
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@ -1,7 +1,4 @@
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Program. Program ::= [Def] ;
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DExp. Def ::= Ident ":" Type
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Ident [Ident] "=" Exp ;
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Program. Program ::= [Bind];
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2
Makefile
2
Makefile
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@ -1,7 +1,7 @@
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.PHONY : sdist clean
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language : src/Grammar/Test
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cabal install --installdir=. --overwrite-policy=always
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cabal install --installdir=.
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src/Grammar/Test.hs src/Grammar/Lex.x src/Grammar/Par.y : Grammar.cf
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bnfc -o src -d $<
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1
language
1
language
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@ -1 +0,0 @@
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/home/sebastian/.cabal/store/ghc-9.4.4/language-0.1.0.0-e-language-b98a5580bec9e5cee0ea5d675b3788bf6eec0b9eb955374c9ba250c1d3b935fc/bin/language
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@ -17,7 +17,7 @@ extra-source-files:
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common warnings
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ghc-options: -W
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ghc-options: -Wall
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executable language
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import: warnings
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20
src/Abs.hs
20
src/Abs.hs
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@ -1,20 +0,0 @@
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{-# LANGUAGE TypeFamilies, StandaloneDeriving #-}
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module Abs where
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data Exp eps
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= EInt (XInt eps) Integer
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| EId (XId eps) String
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| EAdd (XAdd eps) (Exp eps) (Exp eps)
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| EApp (XApp eps) (Exp eps) (Exp eps)
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| EAbs (XAbs eps) String (Exp eps)
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| EExp (XExp eps)
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newtype Ident = Ident String
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type family XInt eps
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type family XId eps
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type family XAdd eps
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type family XApp eps
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type family XAbs eps
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type family XExp eps
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@ -1,10 +1,14 @@
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{-# LANGUAGE LambdaCase #-}
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module Interpreter where
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import Control.Monad.Except (Except, MonadError (throwError))
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import Control.Applicative (Applicative)
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import Control.Monad.Except (Except, MonadError (throwError),
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liftEither)
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import Data.Either.Combinators (maybeToRight)
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import Data.Map (Map)
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import qualified Data.Map as Map
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import Grammar.Abs
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import Grammar.Print (printTree)
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interpret :: Program -> Except String Integer
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interpret (Program e) =
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@ -1,29 +0,0 @@
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{-# LANGUAGE GADTs, LambdaCase #-}
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module NewAbs where
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import Grammar.Abs ( Ident(..), Type )
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data CExp where
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CId :: Type -> Ident -> CExp
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CInt :: Type -> Int -> CExp
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CAdd :: Type -> CExp -> CExp -> CExp
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CAbs :: Type -> Ident -> Type -> CExp -> CExp
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CApp :: Type -> CExp -> CExp -> CExp
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instance Show CExp where
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show :: CExp -> String
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show = \case
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CId _ (Ident a) -> show a
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CInt _ i -> show i
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CAdd _ e1 e2 -> show e1 <> " + " <> show e2
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CAbs t1 i t2 e -> appendType t1 $ show "\\" <> show i <> " : " <> show t2 <> ". " <> show e
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CApp _ e1 e2 -> show e1 <> " " <> show e2
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appendType :: Type -> String -> String
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appendType t s = s <> " : " <> show t
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data CDef = CDef Ident Type Ident [Ident] CExp
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deriving Show
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newtype CProgram = CProgram [CDef]
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@ -1,96 +0,0 @@
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{-# LANGUAGE OverloadedRecordDot, LambdaCase, TypeFamilies, PatternSynonyms #-}
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module Rename.Renamer where
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import Abs
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import qualified Grammar.Abs as A
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import Grammar.ErrM (Err)
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import Control.Monad.Except (throwError)
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import Grammar.Print (printTree)
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import Control.Monad.State
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import qualified Data.Map as M
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import Data.Map (Map)
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import qualified Data.Set as S
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import Data.Set (Set)
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------------------ DATA TYPES ------------------
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type Rn a = StateT Env Err a
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data Env = Env { uniques :: Map String Unique
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, nextUnique :: Unique
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, sig :: Set String
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}
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newtype Unique = Unique Int
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deriving Enum
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data Name = Nu Unique | Ni String
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initEnv :: Env
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initEnv = Env
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{ uniques = mempty
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, nextUnique = Unique 0
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, sig = mempty
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}
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findBind :: String -> Rn Name
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findBind x = lookupUnique x >>= \case
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Just u -> pure $ Nu u
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Nothing -> gets (S.member x . sig) >>= \case
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False -> throwError ("Unbound variable " ++ printTree x)
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True -> pure $ Ni x
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newUnique :: String -> Rn Unique
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newUnique x = do
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u <- gets nextUnique
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modify $ \env -> env { nextUnique = succ u
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, uniques = M.insert x u env.uniques }
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return u
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lookupUnique :: String -> Rn (Maybe Unique)
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lookupUnique x = gets (M.lookup x . uniques)
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renameDef :: Def -> Rn Def
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renameDef = \case
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DExp x t _ xs e -> do
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newSig x
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xs' <- mapM newUnique xs
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e' <- renameExp e
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let e'' = foldr ($) e' . zipWith R.EAbs xs' $ fromTree t
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pure . R.DBind $ R.Bind x t e''
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renameExp :: A.Exp -> Rn ExpRE
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renameExp e =
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case e of
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A.EInt i -> pure (EIntR i)
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A.EId (A.Ident str) -> flip EIdR str <$> findBind str
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A.EAdd e1 e2 -> EAppR <$> renameExp e1 <*> renameExp e2
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A.EApp e1 e2 -> EAppR <$> renameExp e1 <*> renameExp e2
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A.EAbs (A.Ident x) e -> do
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x' <- newUnique x
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e' <- renameExp e
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pure $ EAbsR x' x e'
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data R
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type ExpRE = Exp R
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type instance XInt R = ()
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type instance XId R = Name
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type instance XAdd R = ()
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type instance XApp R = ()
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type instance XAbs R = Unique
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type instance XExp R = ()
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pattern EIntR :: Integer -> ExpRE
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pattern EIntR i = EInt () i
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pattern EIdR :: Name -> String -> ExpRE
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pattern EIdR n s = EId n s
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pattern EAppR :: ExpRE -> ExpRE -> ExpRE
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pattern EAppR e1 e2 = EApp () e1 e2
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pattern EAbsR :: Unique -> String -> ExpRE -> ExpRE
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pattern EAbsR u n e = EAbs u n e
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@ -1,129 +0,0 @@
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{-# LANGUAGE LambdaCase #-}
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{-# LANGUAGE GADTs #-}
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{-# LANGUAGE OverloadedRecordDot #-}
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module TypeChecker (typecheck) where
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import Grammar.Abs
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import Grammar.ErrM ( Err )
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import NewAbs
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import Data.Map (Map)
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import Data.Map qualified as Map
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import Control.Monad.Reader
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import Control.Monad.Except
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import Data.List (isPrefixOf)
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import Control.Applicative ((<|>))
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type Check a = ReaderT Context Err a
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data Context = Ctx { sig :: Map Ident Type
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, env :: [Map Ident Type]
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}
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initEnv :: Context
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initEnv = Ctx { sig = mempty
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, env = mempty
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}
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run :: Check a -> Either String a
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run = flip runReaderT initEnv
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typecheck :: Program -> Err Program
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typecheck prg = case run $ checkProg prg of
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Left err -> fail err
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Right _ -> pure prg
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checkProg :: Program -> Check CProgram
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checkProg (Program ds) = undefined
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checkDef :: Def -> Check CDef
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checkDef (DExp i1 TInt i2 args e) = undefined
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checkDef (DExp i1 (TPol i) i2 args e) = undefined
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checkDef (DExp i1 (TFun xs) i2 args e) = do
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when (i1 /= i2) (fail $ "Mismatched names: " <> show i1 <> " != " <> show i2)
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case compare (length xs - 1) (length args) of
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LT -> fail $ "Too many arguments, got " <> show (length args) <> " expected " <> show (length xs)
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_ -> do
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let vars = Map.fromList $ zip args xs
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e' <- local (\r -> r { env = [vars] }) (checkExp e)
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return $ CDef i1 (TFun xs) i2 args e'
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checkExp :: Exp -> Check CExp
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checkExp = \case
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EInt i -> pure $ CInt TInt (fromIntegral i)
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EAdd e1 e2 -> do
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e1' <- checkExp e1
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e2' <- checkExp e2
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let t1 = getType e1'
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let t2 = getType e2'
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when (t1 /= t2) (fail $ "Different types occured, got " <> show t1 <> " and " <> show t2)
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return $ CAdd t1 e1' e2'
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EId i -> do
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asks (lookupEnv i) >>= \case
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Right t -> return $ CId t i
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Left _ -> asks (lookupSig i) >>= \case
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Right t -> return $ CId t i
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Left x -> fail x
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EAbs i t e -> do
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e' <- local (\r -> r { env = Map.singleton i t : r.env }) (checkExp e)
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return $ CAbs (TFun [t, getType e']) i t e'
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EApp e1 e2 -> do
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e1' <- checkExp e1
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e2' <- checkExp e2
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let retT = applyType (getType e1') (getType e2')
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case retT of
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Left x -> fail x
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Right t -> return $ CApp t e1' e2'
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lookupSig :: Ident -> Context -> Err Type
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lookupSig i (Ctx s _) = case Map.lookup i s of
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Nothing -> throwError $ "Undefined function: " <> show i
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Just x -> pure x
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lookupEnv :: Ident -> Context -> Err Type
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lookupEnv i (Ctx _ []) = throwError $ "Unbound variable: " <> show i
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lookupEnv i (Ctx s (e:es)) = case Map.lookup i e of
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Nothing -> lookupEnv i (Ctx s es)
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Just x -> pure x
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applyType :: Type -> Type -> Err Type
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applyType (TFun (x:xs)) t = case t of
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(TFun ys) -> if ys `isPrefixOf` (x:xs)
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then return . TFun $ drop (length ys) (x:xs)
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else fail $ "Mismatched types, expected " <> show x <> " got " <> show TInt
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applyType t1 t2 = fail $ "Can not apply " <> show t1 <> " to " <> show t2
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class ExtractType a where
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getType :: a -> Type
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instance ExtractType CExp where
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getType = \case
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CId t _ -> t
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CInt t _ -> t
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CAdd t _ _ -> t
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CAbs t _ _ _ -> t
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CApp t _ _ -> t
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-- | λx : Int. x + 3 + 5
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customLambda1 :: Exp
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customLambda1 = EAbs (Ident "x") TInt (EAdd (EId (Ident "x")) (EAdd (EInt 3) (EInt 5)))
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customLambda2 :: Exp
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customLambda2 = EAbs (Ident "x") (TFun [TInt, TInt]) (EId (Ident "f"))
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-- | main : Int
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-- main = λx : Int. x + 3 + 5
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customPrg1 :: Program
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customPrg1 = Program [DExp (Ident "main") TInt (Ident "main") [] customLambda1]
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-- | main : Int -> Int
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-- main = λx : Int. x + 3 + 5
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customPrg2 :: Program
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customPrg2 = Program [DExp (Ident "main") (TFun [TInt, TInt]) (Ident "main") [] customLambda2]
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main : Int
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main = (\x : Int. x + x + 3) ((\x : Int. x) 2)
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