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package Acme::Sort::Bogosort; |
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use 5.010; |
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use strict; |
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use warnings; |
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use parent qw/Exporter/; |
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use Carp 'croak'; |
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use List::Util qw/shuffle/; |
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our @EXPORT = qw/bogosort/; |
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our $VERSION = '0.05'; |
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# bogosort() |
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# Usage: |
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# Sort a list in standard string comparison order. |
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# |
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# my @sorted = bogosort( @unsorted ); |
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# |
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# Sort a list in ascending numerical order: |
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# sub compare { return $_[0] <=> $_[1] }; |
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# my @sorted = bogosort( \&compare, @unsorted ); |
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# |
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# Warning: Average case is O( (e-1) * n! ). |
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# Warning: Worst case approaches O(INF). |
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# |
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# bogosort() is exported automatically upon use. |
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sub bogosort { |
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my $compare = ref( $_[0] ) =~ /CODE/ |
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? shift |
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: \&compare; |
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return @_ if @_ < 2; |
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my @list = @_; |
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@list = shuffle( @list ) while not is_ordered( $compare, \@list ); |
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return @list; |
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} |
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# Internal use, not exported. Verifies order based on $compare->(). |
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sub is_ordered { |
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my ( $compare, $listref ) = @_; |
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ref( $compare ) =~ /CODE/ |
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or croak "is_ordered() expects a coderef as first arg."; |
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ref( $listref ) =~ /ARRAY/ |
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or croak "is_ordered() expects an arrayref as second arg."; |
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foreach( 0 .. $#{$listref} - 1 ) { |
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return 0 |
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if $compare->( $listref->[ $_ ], $listref->[ $_ + 1 ] ) > 0; |
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} |
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return 1; |
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} |
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# Default compare() is ascending standard string comparison order. |
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sub compare { |
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croak "compare() requires two args." |
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unless scalar @_ == 2; |
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return $_[0] cmp $_[1]; |
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} |
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=head1 NAME |
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Acme::Sort::Bogosort - Implementation of a Bogosort (aka 'stupid sort' or 'slowsort'). |
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=head1 VERSION |
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Version 0.05 |
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=head1 SYNOPSIS |
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The Bogosort is a sort that is based on the "generate and test" paradigm. It works by |
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first testing whether the input is in sorted order. If so, return the list. But if not, |
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randomly shuffle the input and test again. Repeat until the shuffle comes back sorted. |
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use Acme::Sort::Bogosort; |
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my @unsorted = qw/ E B A C D /; |
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my @ascending = bogosort( @unsorted ); |
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my @descending = bogosort( |
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sub{ return $_[1] cmp $_[0]; }, |
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@unsorted |
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); |
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The Bogosort has a worst case of O(INF), though as time approaches infinity the odds of not |
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finding a solution decline toward zero (assuming a good random number generator). The average |
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case is O( (n-1) * n! ). The n! term signifies how many shuffles will be required to obtain |
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a sorted result in the average case. However, there is no guarantee that any particular sort |
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will come in anywhere near average. |
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Keep in mind that a list of five items consumes an average of 5!, or 120 iterations. 10! is |
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3,628,800 shuffles. Also keep in mind that each shuffle itself is an O(n-1) operation. |
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Unless you need to heat a cold office with your processor avoid sorts on large data sets. |
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=head1 EXPORT |
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Always exports one function: C. |
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=head1 SUBROUTINES/METHODS |
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=head2 bogosort( @unsorted ) |
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Accepts a list as a parameter and returns a sorted list. |
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If the first parameter is a reference to a subroutine, it will be used as the |
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comparison function. |
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The Bogosort is probably mostly useful as a teaching example of a terrible sort |
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algorithm. There are approximately 1e80 atoms in the universe. A sort list of |
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59 elements will gain an average case solution of 1e80 iterations, with a worst |
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case approaching infinite iterations to find a solution. Anything beyond just a |
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few items takes a considerable amount of work. |
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Each iteration checks first to see if the list is in order. Here a comparatively |
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minor optimization is that the first out-of-order element will short-circuit the |
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check. That step has a worst case of O(n), and average case of nearly O(1). |
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That's the only good news. Once it is determined that the list is out |
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of order, the entire list is shuffled (an O(n) operation). Then the test happens |
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all over again, repeating until a solution is happened across by chance. |
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There is a potential for this sort to never finish, since a typical random number |
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synthesizer does not generate an infinitely non-repeating series. Because this |
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algorithm has the capability of producing O(INF) iterations, it would need an |
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infinite source of random numbers to find a solution in any given dataset. |
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Small datasets are unlikely to encounter this problem, but as the dataset grows, |
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so does the propensity for running through the entire set of pseudo-random numbers |
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generated by Perl's rand() for a given seed. None of this really matters, of course, |
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as no sane individual would ever use this for any serious sorting work. |
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Not every individual is sane. |
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=cut |
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=head2 compare( $a, $b ) |
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By passing a subref as the first parameter to C, the user is able to |
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manipulate sort orders just as is done with Perl's built in C< sort { code } @list > |
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routine. |
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The comparison function is easy to implement using Perl's C<< <=> >> and C< cmp > |
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operators, but any amount of creativity is ok so long as return values are negative |
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for "Order is ok", positive for "Order is not ok", and 0 for "Terms are equal |
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(Order is ok)". |
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=cut |
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=head1 AUTHOR |
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David Oswald, C<< >> |
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=head1 BUGS |
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Please report any bugs or feature requests to C, or through |
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the web interface at L. I will be notified, and then you'll |
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automatically be notified of progress on your bug as I make changes. |
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=head1 SUPPORT |
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You can find documentation for this module with the perldoc command. |
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perldoc Acme::Sort::Bogosort |
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You can also look for information at: |
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=over 4 |
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=item * RT: CPAN's request tracker (report bugs here) |
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L |
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=item * AnnoCPAN: Annotated CPAN documentation |
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L |
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=item * CPAN Ratings |
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L |
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=item * Search CPAN |
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L |
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=back |
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=head1 ACKNOWLEDGEMENTS |
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L - A nice Wikipedia article on the Bogosort. |
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=head1 LICENSE AND COPYRIGHT |
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Copyright 2011 David Oswald. |
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This program is free software; you can redistribute it and/or modify it |
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under the terms of either: the GNU General Public License as published |
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by the Free Software Foundation; or the Artistic License. |
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See http://dev.perl.org/licenses/ for more information. |
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=cut |
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1; # End of Acme::Sort::Bogosort |