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|
{-# LANGUAGE Arrows #-}
bar0 f g h x =
proc (y, z) ->
(| test (h f.(h g) -< (y x).y z)((h g) . h f-<y z . (y x)) |)
bar1 f g x y = proc _ -> (f -< x)&&&(g -< y)
bar2 f g h x =
proc (y, z) ->
(h f.(h g) -< (y x).y z) ||| ((h g) . h f-<y z . (y x))
bar3 f g h x =
proc (y, z) ->
((h f.h g)
-< (y x).y z)
|||
((h g . h f)
-<y z . (y x))
bar4 = proc x -> case x of
Just f -> f -< ()
Nothing -> x -< ()
<+> do
g -< x
expr' = proc x -> do
returnA -< x
<+> do
symbol Plus -< ()
y <- term -< ()
expr' -< x + y
<+> do
symbol Minus -< ()
y <- term -< ()
expr' -< x - y
bar f = proc (a, b) -> do
(f a -< b)
>-> (\y -> f b >- a)
>-> (\y -> f b >- a)
|
