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112 lines
2.7 KiB
Perl
112 lines
2.7 KiB
Perl
# File: PriorityQueue.pm
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#
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# Purpose: Bare-bones lightweight implementation of a priority queue.
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# SPDX-FileCopyrightText: 2021 Pragmatic Software <pragma78@gmail.com>
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# SPDX-License-Identifier: MIT
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package PBot::Utils::PriorityQueue;
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use parent 'PBot::Class';
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use PBot::Imports;
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sub initialize {
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my ($self, %conf) = @_;
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# list of entrie; each entry is expected to have a `priority` and an `id` field
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$self->{queue} = [];
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}
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sub queue {
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my ($self) = @_;
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return $self->{queue};
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}
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sub entries {
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my ($self) = @_;
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return @{$self->{queue}};
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}
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sub count {
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my ($self) = @_;
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return scalar @{$self->{queue}};
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}
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sub get {
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my ($self, $position) = @_;
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return $self->{queue}->[$position];
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}
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sub get_priority {
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my ($self, $position) = @_;
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return $self->{queue}->[$position]->{priority};
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}
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sub remove {
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my ($self, $position) = @_;
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return splice @{$self->{queue}}, $position, 1;
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}
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# quickly and efficiently find the best position in the entry
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# queue array for a given priority value
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sub find_enqueue_position {
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my ($self, $priority) = @_;
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$priority //= 0;
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# no entries in queue yet, early-return first position
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return 0 if not @{$self->{queue}};
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# early-return first position if entry's priority is less
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# than first position's
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if ($priority < $self->{queue}->[0]->{priority}) {
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return 0;
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}
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# early-return last position if entry's priority is greater
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if ($priority > $self->{queue}->[@{$self->{queue}} - 1]->{priority}) {
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return scalar @{$self->{queue}};
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}
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# binary search to find enqueue position
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my $lo = 0;
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my $hi = scalar @{$self->{queue}} - 1;
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while ($lo <= $hi) {
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my $mid = int (($hi + $lo) / 2);
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if ($priority < $self->{queue}->[$mid]->{priority}) {
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$hi = $mid - 1;
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} elsif ($priority > $self->{queue}->[$mid]->{priority}) {
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$lo = $mid + 1;
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} else {
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# found a slot with the same priority. we "slide" down the array
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# to append this entry to the end of this region of same-priorities
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# and then return the final slot
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while ($mid < @{$self->{queue}} and $self->{queue}->[$mid]->{priority} == $priority) {
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$mid++;
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}
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return $mid;
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}
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}
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return $lo;
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}
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sub add {
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my ($self, $entry) = @_;
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my $position = $self->find_enqueue_position($entry->{priority});
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splice @{$self->{queue}}, $position, 0, $entry;
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return $position;
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}
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sub update_priority {
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my ($self, $id, $priority) = @_;
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my @entries = grep { $_->{id} eq $id } @{$self->{queue}};
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map { $_->{priority} = $priority } @entries;
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$self->{queue} = [ sort { $a->{priority} <=> $b->{priority} } @{$self->{queue}} ];
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}
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1;
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