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73
a4/src/APL/Eval.hs
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73
a4/src/APL/Eval.hs
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module APL.Eval
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( eval,
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)
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where
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import APL.AST (Exp (..))
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import APL.Monad
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evalIntBinOp :: (Integer -> Integer -> EvalM Integer) -> Exp -> Exp -> EvalM Val
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evalIntBinOp f e1 e2 = do
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v1 <- eval e1
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v2 <- eval e2
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case (v1, v2) of
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(ValInt x, ValInt y) -> ValInt <$> f x y
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(_, _) -> failure "Non-integer operand"
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evalIntBinOp' :: (Integer -> Integer -> Integer) -> Exp -> Exp -> EvalM Val
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evalIntBinOp' f e1 e2 =
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evalIntBinOp f' e1 e2
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where
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f' x y = pure $ f x y
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-- Replace with your 'eval' from your solution to assignment 2.
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eval :: Exp -> EvalM Val
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eval (CstInt x) = pure $ ValInt x
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eval (CstBool b) = pure $ ValBool b
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eval (Var v) = do
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env <- askEnv
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case envLookup v env of
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Just x -> pure x
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Nothing -> failure $ "Unknown variable: " ++ v
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eval (Add e1 e2) = evalIntBinOp' (+) e1 e2
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eval (Sub e1 e2) = evalIntBinOp' (-) e1 e2
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eval (Mul e1 e2) = evalIntBinOp' (*) e1 e2
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eval (Div e1 e2) = evalIntBinOp checkedDiv e1 e2
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where
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checkedDiv _ 0 = failure "Division by zero"
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checkedDiv x y = pure $ x `div` y
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eval (Pow e1 e2) = evalIntBinOp checkedPow e1 e2
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where
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checkedPow x y =
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if y < 0
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then failure "Negative exponent"
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else pure $ x ^ y
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eval (Eql e1 e2) = do
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v1 <- eval e1
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v2 <- eval e2
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case (v1, v2) of
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(ValInt x, ValInt y) -> pure $ ValBool $ x == y
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(ValBool x, ValBool y) -> pure $ ValBool $ x == y
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(_, _) -> failure "Invalid operands to equality"
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eval (If cond e1 e2) = do
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cond' <- eval cond
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case cond' of
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ValBool True -> eval e1
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ValBool False -> eval e2
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_ -> failure "Non-boolean conditional."
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eval (Let var e1 e2) = do
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v1 <- eval e1
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localEnv (envExtend var v1) $ eval e2
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eval (Lambda var body) = do
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env <- askEnv
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pure $ ValFun env var body
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eval (Apply e1 e2) = do
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v1 <- eval e1
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v2 <- eval e2
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case (v1, v2) of
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(ValFun f_env var body, arg) ->
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localEnv (const $ envExtend var arg f_env) $ eval body
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(_, _) ->
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failure "Cannot apply non-function"
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eval (TryCatch e1 e2) =
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eval e1 `catch` eval e2
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