Richard,
I found this very annoying when I first realised GHC doesn't do any CSE, given that the result of pure functions only depend on their parameters.
Even though CSE usually sounds good, when you ask, they go and find obscure examples in which it causes great trouble :)
I think, there should at least be a compiler flag or something similar to enforce CSE on some structures. But currently, as others pointed out, you need to bind and do your sub expression elimination yourself.
Best,
A colleague of mine pointed out that ghc wasn't performing as he
expected when optimising some code. I wonder if anyone could offer
any insight as to why its not noting this common subexpression:
main = print $ newton 4 24
newton a 0 = a
newton a n = ((newton a (n-1))^2 + a)/(2*(newton a (n-1)))
Compiled with 'ghc -O3 --make perf.hs', results in:
real 0m5.544s
user 0m5.492s
sys 0m0.008s
However if we factor out the repeated call to the newton method:
main = print $ newton2 4 24
newton2 a 0 = a
newton2 a n = (x^2 + a)/(2*x)
where
x = newton2 a (n-1)
real 0m0.004s
user 0m0.004s
sys 0m0.004s
It looks to me like Referential transparency should make this a sound
optimisation to apply, but ghc isn't doing it even on -O3.
regards,
Richard
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