If you have thousands of lines to process this may be quicker than some other approaches. It will process 100,000 lines (of 2 to 4 elements each) in under 4 seconds.
I won't attempt to categorise the algorithm because it relies on using hashes for lookups, and there is always the argument about whether they are O(1) or 0(logN).
Update: On emperical evidence this is O(N) (at ~4secs/100,000) upto the limit of memory.
#! perl -slw
use strict;
our $LINES ||= 1000;
## Gen some test data to a simulated file
my @a = qw[ one two three four five six seven eight nine ];;
my @lines = map{ join '_', @a[ map{ rand @a } 1 .. 2+rand 3 ] } 1 .. $
+LINES;
warn "Processing " . @lines . " start: " . localtime;
## Index the lines
my %index;
for my $idx ( 0 .. $#lines ) {
$index{ $_ }{ $idx }++ for split '_', $lines[ $idx ];
}
my @keys = keys %index;
while( my $first = pop @keys ) {
for my $second ( @keys ) {
print "$first/$second: ", join "\n\t",
@lines[
grep{
exists $index{ $second }{ $_ }
} keys %{ $index{ $first } }
];
}
}
warn "Processing " . @lines . " stop: " . localtime;
__END__
P:\test>392861 -LINES=100000 >nul
Processing 100000 start: Wed Sep 22 19:58:46 2004 at P:\test\392861.pl
+ line 10.
Processing 100000 stop: Wed Sep 22 19:58:50 2004 at P:\test\392861.pl
+ line 31.
Examine what is said, not who speaks.
"Efficiency is intelligent laziness." -David Dunham
"Think for yourself!" - Abigail
"Memory, processor, disk in that order on the hardware side. Algorithm, algorithm, algorithm on the code side." - tachyon
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