CiceroLove,
I only see an easy solution for for 2 n players. I have provided working brute-force code for those cases.
#!/usr/bin/perl -w
use strict;
my @name = qw(a b c d e f g h);
die "You must have an even number of players" if @name % 2;
my %tournament;
$tournament{$_} = [] for @name;
for my $round (1 .. $#name) {
$round--;
for my $player (@name) {
next if $tournament{$player}->[$round];
for my $opponent (@name) {
next if $opponent eq $player;
next if $tournament{$opponent}->[$round];
next if @{$tournament{$player}} && grep /^$opponent$/ , @{
+$tournament{$player}};
$tournament{$player}->[$round] = $opponent;
$tournament{$opponent}->[$round] = $player;
last;
}
}
}
for my $round (1 .. $#name) {
$round--;
print "\n\nRound: $round\n";
my %seen;
for my $player (@name) {
next if $seen{$player};
print "$player plays $tournament{$player}->[$round]\n";
$seen{$tournament{$player}->[$round]} = 1;
}
}
Update: Originally, I stated that this was all that's possible, but as blokhead points out non 2 n solutions with backtracking is possible.
Hope this gets you started - L~R
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