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{-# LANGUAGE TypeOperators #-}
{-# LANGUAGE NoStarIsType #-}
{-# LANGUAGE QuasiQuotes #-}
module Main where
import TH_unresolvedInfix_Lib
import Language.Haskell.TH
--------------------------------------------------------------------------------
-- Expressions --
--------------------------------------------------------------------------------
exprs = [
-------------- Completely-unresolved bindings
$( n +? (n *? n) ),
$( (n +? n) *? n ),
$( n +? (n +? n) ),
$( (n +? n) +? n ),
-- VarE version
$( uInfixE n plus2 (uInfixE n plus2 n) ),
$( uInfixE (uInfixE n plus2 n) plus2 n ),
$( uInfixE n plus3 (uInfixE n plus3 n) ),
$( uInfixE (uInfixE n plus3 n) plus3 n ),
--------------- Completely-resolved bindings
$( n +! (n *! n) ),
$( (n +! n) *! n ),
$( n +! (n +! n) ),
$( (n +! n) +! n ),
-------------- Mixed resolved/unresolved
$( (n +! n) *? (n +? n) ),
$( (n +? n) *? (n +! n) ),
$( (n +? n) *! (n +! n) ),
$( (n +? n) *! (n +? n) ),
-------------- Parens
$( ((parensE ((n +? n) *? n)) +? n) *? n ),
$( (parensE (n +? n)) *? (parensE (n +? n)) ),
$( parensE ((n +? n) *? (n +? n)) ),
-------------- Sections
$( infixE (Just $ n +? n) plus Nothing ) N,
-- see B.hs for the (non-compiling) other version of the above
$( infixE Nothing plus (Just $ parensE $ uInfixE n plus n) ) N
]
--------------------------------------------------------------------------------
-- Patterns --
--------------------------------------------------------------------------------
patterns = [
-------------- Completely-unresolved patterns
case N :+ (N :* N) of
[p1|unused|] -> True,
case N :+ (N :* N) of
[p2|unused|] -> True,
case (N :+ N) :+ N of
[p3|unused|] -> True,
case (N :+ N) :+ N of
[p4|unused|] -> True,
-------------- Completely-resolved patterns
case N :+ (N :* N) of
[p5|unused|] -> True,
case (N :+ N) :* N of
[p6|unused|] -> True,
case N :+ (N :+ N) of
[p7|unused|] -> True,
case (N :+ N) :+ N of
[p8|unused|] -> True,
-------------- Mixed resolved/unresolved
case ((N :+ N) :* N) :+ N of
[p9|unused|] -> True,
case N :+ (N :* (N :+ N)) of
[p10|unused|] -> True,
case (N :+ N) :* (N :+ N) of
[p11|unused|] -> True,
case (N :+ N) :* (N :+ N) of
[p12|unused|] -> True,
-------------- Parens
case (N :+ (N :* N)) :+ (N :* N) of
[p13|unused|] -> True,
case (N :+ N) :* (N :+ N) of
[p14|unused|] -> True,
case (N :+ (N :* N)) :+ N of
[p15|unused|] -> True
]
--------------------------------------------------------------------------------
-- Types --
--------------------------------------------------------------------------------
-------------- Completely-unresolved types
_t1 = 1 `Plus` (1 `Times` 1) :: $( int $+? (int $*? int) )
_t2 = 1 `Plus` (1 `Times` 1) :: $( (int $+? int) $*? int )
_t3 = (1 `Plus` 1) `Plus` 1 :: $( int $+? (int $+? int) )
_t4 = (1 `Plus` 1) `Plus` 1 :: $( (int $+? int) $+? int )
-------------- Completely-resolved types
_t5 = 1 `Plus` (1 `Times` 1) :: $( int $+! (int $*! int) )
_t6 = (1 `Plus` 1) `Times` 1 :: $( (int $+! int) $*! int )
_t7 = 1 `Plus` (1 `Plus` 1) :: $( int $+! (int $+! int) )
_t8 = (1 `Plus` 1) `Plus` 1 :: $( (int $+! int) $+! int )
-------------- Mixed resolved/unresolved
_t9 = ((1 `Plus` 1) `Times` 1) `Plus` 1 :: $( (int $+! int) $*? (int $+? int) )
_t10 = 1 `Plus` (1 `Times` (1 `Plus` 1)) :: $( (int $+? int) $*? (int $+! int) )
_t11 = (1 `Plus` 1) `Times` (1 `Plus` 1) :: $( (int $+? int) $*! (int $+! int) )
_t12 = (1 `Plus` 1) `Times` (1 `Plus` 1) :: $( (int $+? int) $*! (int $+? int) )
-------------- Parens
_t13 = (1 `Plus` (1 `Times` 1)) `Plus` (1 `Times` 1) :: $( ((parensT ((int $+? int) $*? int)) $+? int) $*? int )
_t14 = (1 `Plus` 1) `Times` (1 `Plus` 1) :: $( (parensT (int $+? int)) $*? (parensT (int $+? int)) )
_t15 = (1 `Plus` (1 `Times` 1)) `Plus` 1 :: $( parensT ((int $+? int) $*? (int $+? int)) )
main = do
mapM_ print exprs
mapM_ print patterns
-- check that there are no Parens or UInfixes in the output
runQ [|N :* N :+ N|] >>= print
runQ [|(N :* N) :+ N|] >>= print
runQ [p|N :* N :+ N|] >>= print
runQ [p|(N :* N) :+ N|] >>= print
runQ [t|Int * Int + Int|] >>= print
runQ [t|(Int * Int) + Int|] >>= print
-- pretty-printing of unresolved infix expressions
let ne = ConE $ mkName "N"
np = ConP (mkName "N") []
nt = ConT (mkName "Int")
plusE = ConE (mkName ":+")
plusP = (mkName ":+")
plusT = (mkName "+")
putStrLn $ pprint (InfixE (Just ne) plusE (Just $ UInfixE ne plusE (UInfixE ne plusE ne)))
putStrLn $ pprint (ParensE ne)
putStrLn $ pprint (InfixP np plusP (UInfixP np plusP (UInfixP np plusP np)))
putStrLn $ pprint (ParensP np)
putStrLn $ pprint (InfixT nt plusT (UInfixT nt plusT (UInfixT nt plusT nt)))
putStrLn $ pprint (ParensT nt)
|
