
Is it by intention that -fno-method-sharing works only from the command
line, not in an OPTIONS_GHC pragma?
On Sat, Jun 7, 2008 at 9:23 AM, Conal Elliott
Thanks a million, Lennart! -fno-method-sharing was the missing piece. - Conal
On Sat, Jun 7, 2008 at 5:07 AM, Lennart Augustsson
wrote: Here's something that actually works. You need to pass -fno-method-sharing on the command line. Instead of using rules on methods it uses rules on global functions, and these global functions don't get inlined until late (after the rule has fired).
-- Lennart
module F where
-- | Domain of a linear map. class AsInt a where toInt' :: a -> Int fromInt' :: Int -> a
{-# INLINE[1] toInt #-} toInt :: (AsInt a) => a -> Int toInt = toInt'
{-# INLINE[1] fromInt #-} fromInt :: (AsInt a) => Int -> a fromInt = fromInt'
{-# RULES "toInt/fromInt" forall m . toInt (fromInt m) = m #-}
{-# INLINE onInt #-} onInt :: AsInt a => (Int -> Int) -> (a -> a) onInt f x = fromInt (f (toInt x))
test :: AsInt a => (Int -> Int) -> (Int -> Int) -> (a -> a) test h g = onInt h . onInt g
I'm trying to do some fusion in ghc, and I'd greatly appreciate help with the code below (which is simplified from fusion on linear maps). I've
2008/6/7 Conal Elliott
: tried every variation I can think of, and always something prevents the fusion.
Help, please! Thanks, - Conal
{-# OPTIONS_GHC -O2 -Wall -fglasgow-exts -ddump-simpl -ddump-simpl-stats #-} -- {-# OPTIONS_GHC -ddump-simpl-iterations #-}
module F where
-- | Domain of a linear map. class AsInt a where toInt :: a -> Int fromInt :: Int -> a
{-# RULES "toInt/fromInt" forall m. toInt (fromInt m) = m #-}
{-# INLINE onInt #-} onInt :: AsInt a => (Int -> Int) -> (a -> a) onInt f = fromInt . f . toInt
test :: AsInt a => (Int -> Int) -> (Int -> Int) -> (a -> a) test h g = onInt h . onInt g
-- The desired result: -- -- test h g -- == onInt h . onInt g -- == (fromInt . h . toInt) . (fromInt . g . toInt) -- == \ a -> (fromInt . h . toInt) ((fromInt . g . toInt) a) -- == \ a -> (fromInt . h . toInt) (fromInt (g (toInt a))) -- == \ a -> fromInt (h (toInt (fromInt (g (toInt a))))) -- == \ a -> fromInt (h (g (toInt a)))
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