Op 14-06-10 07:00, braver schreef:
I'm computing a communication graph from Twitter data and then scan it
daily to allocate social capital to nodes behaving  in a good karmic
manner.  The graph is culled from 100 million tweets and has about 3
million nodes. First I wrote the simulation of the 35 days of data in
Clojure and then translated it into Haskell with great help from the
glorious #haskell folks.  I had to add -A5G -K5G to make it work.  It
does 10 days OK hovering at 57 GB of RAM; I include profiling of that
in sc10days.prof.

At first the Haskell executable goes faster than Clojure, not by an
order of magnitude, but by 2-3 times per day simulated.  (Clojure also
fits well in its 32 GB JVM with compressed references.)  However,
Haskell gets stuck after a while, and for good.  Clearly I'm not doing
Haskell optimally here, and would appreciate optimization advice.
Here's the code:

http://github.com/alexy/husky

The data and problem description is in

http://github.com/alexy/husky/blob/master/Haskell-vs-Clojure-Twitter.md

-- also referred from the main README.md.

The main is in sc.hs, and the algorithm is in SocRun.hs.  The original
Clojure is in socrun.clj.  This is a continuation of active Twitter
research and the results will be published, and I'd really like to
make Haskell work at this scale and beyond!  The seq's sprinkled
already did no good.  I ran under ghc 6.10 with -O2 with or without -
fvia-C, with no difference in stallling, and am working to bring 6.12
to bear now.

Cheers,
Alexy
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If you just want to optimize it and not compare exactly equal idiomatic code, you should stop using functional data structures and use a structure that fits your problem (the ST monad has been designed for that in Haskell), because compilers do not detect single-threaded usage and rewrite all your code to something mutable and thereby avoid O(log n) costs.

In practice it is probably easier to write the whole thing against the parallel Boost Graph Library (a C++ library), since that library provides the abstractions that you would want. If you go this path, it will probably end up being 10-100 times faster.

--

Best Regards,
Ron de Bruijn,

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