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in reply to Re^3: Module for transparently forking a sub?
in thread Module for transparently forking a sub?

Ok, I took the bait and my faith in the general slowness of threading remains intact. Here's my results:

$ perl thread.pl -N=100 Time taken w/ threads: 0.0077 seconds Time taken w/ forks: 0.0021 seconds

And here's my code:

#! perl -slw use strict; use threads; use Time::HiRes qw[ time ]; use Data::Dump qw[ dump ]; use Storable qw[ store_fd fd_retrieve ]; our $N ||= 10; sub stuff { my %hash = (ARGS => \@_, A => [1 .. 10], B => {'a' .. 'z'}, C => 'Just a big scalar' x 100,); return \%hash; } my $complexData; { my $start = time; for (1 .. $N) { ## "fork" the subroutine my ($thread) = async \&stuff, 1, 2.3, 'four'; ## Do other stuff sleep 1; ## Get the complex results $complexData = $thread->join; } printf "Time taken w/ threads: %.4f seconds\n", (time() - $start) +/ $N - 1; } my $complexData2; { my $start = time; pipe(READ, WRITE); for (1 .. $N) { my $pid = fork; if (!$pid) { # in the kid - do stuff() and send it back to parent store_fd(stuff(1, 2.3, 'four'), \*WRITE); exit; } ## Do other stuff sleep 1; ## Get the complex results $complexData2 = fd_retrieve(\*READ); waitpid($pid,0); } printf "Time taken w/ forks: %.4f seconds\n", (time() - $start) / +$N - 1; } # data should match if (dump($complexData) ne dump($complexData2)) { warn "Data did not match!"; }

As I was coding it I realized it's kind of a bizarre benchmark since it's not really testing any concurency. It's only testing how fast a single thread/process can be spawned and send back data. And really there's just no way Perl's threads are going to beat fork() at that test!

One neat thing I learned - I didn't realize you could use use Storable's store_fd() and fd_retrieve() to pass messages like this. I'd previously used nstore() and thaw() with a prefixed length() of the message so the other end would know how much to read. This is so much easier!

-sam

PS: I just noticed you're on Windows (or DOS, I guess)! You don't have a real fork() there, so I guess you're not going to be able to replicate my results. Oh well.