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package Mojo::Promise::Role::Some; |
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use Mojo::Base '-role'; |
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use strict; |
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our $VERSION = '1.002'; |
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=encoding utf8 |
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=head1 NAME |
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Mojo::Promise::Role::Some - Fulfill when a certain number of promises are fulfilled |
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=head1 SYNOPSIS |
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use Mojo::Promise; |
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use Mojo::Util qw(dumper); |
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my @promises = map { Mojo::Promise->new } 0 .. 5; |
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my $some_promise = Mojo::Promise |
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->with_roles( '+Some' ) |
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->some( \@promises, $count_to_fulfill ); |
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$some_promise->then( |
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sub { say dumper( @_ ) } |
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sub { say "Failed!" } |
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); |
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$some_promise->wait; |
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=head1 DESCRIPTION |
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Make a new promise that fulfills with a certain number of its promises |
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fulfill. Fire off several tasks and fulfill when a minimum number of them |
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work out. |
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This should be the Perl expression of the same idea in |
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bluebirdjs (L). |
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=over 4 |
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=item some( \@promises, $count ) |
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Takes a lists of promises (or thenables) and returns another promise |
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that fulfills when C<$count> promises fulfill. The result is list of |
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array references for the arguments for the fulfilled promises in the |
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order that they were fulfilled. |
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If less than C<$count> promises fulfill then the some promise rejects. |
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The result is list of array references for the arguments for the |
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rejected promises in the order that they were rejected. The number of elements |
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in that list should be the PROMISES - COUNT + 1 since the extra reject |
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is the response that makes it impossible to get to COUNT fulfills. |
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If you pass no promises, the some promise fulfills if you specify |
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C<$count = 0> and rejects otherwise. |
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=cut |
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sub some { |
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my( $self, $promises, $n ) = @_; |
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my $some = $self->new; |
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return $n == 0 ? $some->resolve : $some->reject if @$promises == 0; |
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return $some->reject if $n > @$promises; |
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my $remaining = @$promises; |
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my( @resolved, @rejected ); |
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foreach my $p ( @$promises ) { |
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$p->then( |
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sub { |
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$remaining--; |
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push @resolved, [ @_ ]; |
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$some->resolve( @resolved ) if @resolved == $n; |
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}, |
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sub { |
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# I keep trying to come up with a situation where |
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# you'd reject $some with fewer rejections, but as |
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# long as the sum of the pending and fulfilled is at |
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# least the minimum count, there's always a chance. |
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# The only way for that to not be true is for there |
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# to be enough rejections to make pending small enough. |
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# That's PROMISES - N + 1. Let's see if I can understand |
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# that the next time I come through this. I still don't |
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# believe it. |
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$remaining--; |
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push @rejected, [ @_ ]; |
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$some->reject( @rejected ) if @rejected > @$promises - $n |
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}, |
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) |
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} |
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return $some; |
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} |
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=back |
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=head1 SEE ALSO |
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101
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L, L, L |
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L |
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=head1 SOURCE AVAILABILITY |
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This source is in Github: |
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https://github.com/briandfoy/mojo-promise-role-higherorder |
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=head1 AUTHOR |
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brian d foy, C<< >> |
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=head1 COPYRIGHT AND LICENSE |
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Copyright (c) 2018, brian d foy, All Rights Reserved. |
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You may redistribute this under the terms of the Artistic License 2.0. |
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=cut |
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1; |