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package Data::BitStream::Code::Rice; |
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use strict; |
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use warnings; |
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BEGIN { |
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$Data::BitStream::Code::Rice::AUTHORITY = 'cpan:DANAJ'; |
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$Data::BitStream::Code::Rice::VERSION = '0.08'; |
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} |
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our $CODEINFO = { package => __PACKAGE__, |
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name => 'Rice', |
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universal => 0, |
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params => 1, |
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encodesub => sub {shift->put_rice(@_)}, |
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decodesub => sub {shift->get_rice(@_)}, }; |
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use Moo::Role; |
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requires qw(read write put_unary get_unary); |
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sub put_rice { |
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my $self = shift; |
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my $sub = shift if ref $_[0] eq 'CODE'; ## no critic |
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my $k = shift; |
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$self->error_code('param', 'k must be >= 0') unless $k >= 0; |
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return( (defined $sub) ? $sub->($self, @_) : $self->put_unary(@_) ) if $k==0; |
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foreach my $val (@_) { |
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$self->error_code('zeroval') unless defined $val and $val >= 0; |
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my $q = $val >> $k; |
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my $r = $val - ($q << $k); |
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(defined $sub) ? $sub->($self, $q) : $self->put_unary($q); |
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$self->write($k, $r); |
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} |
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1; |
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} |
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sub get_rice { |
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my $self = shift; |
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my $sub = shift if ref $_[0] eq 'CODE'; ## no critic ## no critic |
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my $k = shift; |
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$self->error_code('param', 'k must be >= 0') unless $k >= 0; |
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return( (defined $sub) ? $sub->($self, @_) : $self->get_unary(@_) ) if $k==0; |
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my $count = shift; |
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if (!defined $count) { $count = 1; } |
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elsif ($count < 0) { $count = ~0; } # Get everything |
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elsif ($count == 0) { return; } |
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my @vals; |
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$self->code_pos_start('Rice'); |
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while ($count-- > 0) { |
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$self->code_pos_set; |
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my $q = (defined $sub) ? $sub->($self) : $self->get_unary(); |
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last unless defined $q; |
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my $remainder = $self->read($k); |
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$self->error_off_stream unless defined $remainder; |
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push @vals, ($q << $k) | $remainder; |
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} |
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$self->code_pos_end; |
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wantarray ? @vals : $vals[-1]; |
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} |
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no Moo::Role; |
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150
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1; |
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# ABSTRACT: A Role implementing Rice codes |
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=pod |
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=head1 NAME |
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Data::BitStream::Code::Rice - A Role implementing Rice codes |
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=head1 VERSION |
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version 0.08 |
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=head1 DESCRIPTION |
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A role written for L that provides get and set methods for |
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Rice codes. The role applies to a stream object. |
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Note that this is just the Rice code (C) themselves, |
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and does not include algorithms for data adaptation. |
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85
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These codes are sometimes called GPO2 (Golomb-power-of-2) codes. |
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Beware that with the default unary coding for the quotient, these codes can |
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become extraordinarily long for values much larger than C<2^k>. |
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"I<...a Rice code (and by extension a Golomb code) is very well suited to |
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peaked distributions with few small values or large values. As noted earlier, |
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the Rice(k) code is extremely efficient for values in the general range |
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C<2^(k-1) < N < 2^(k+2)>>" |
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-- Lossless Compression Handbook, page 75, by Khalid Sayood |
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=head1 METHODS |
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=head2 Provided Object Methods |
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100
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=over 4 |
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102
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=item B< put_rice($k, $value) > |
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104
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=item B< put_rice($k, @values) > |
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106
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Insert one or more values as Rice codes with parameter k. Returns 1. |
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108
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=item B< put_rice(sub { ... }, $k, @values) > |
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110
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Insert one or more values as Rice codes using the user provided subroutine |
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instead of the traditional Unary code for the base. For example, the so-called |
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"Exponential-Golomb" encoding can be performed using the sub: |
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114
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sub { shift->put_gamma(@_); } |
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=item B< get_rice($k) > |
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118
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=item B< get_rice($k, $count) > |
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120
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Decode one or more Rice codes from the stream. If count is omitted, |
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one value will be read. If count is negative, values will be read until |
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the end of the stream is reached. In scalar context it returns the last |
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code read; in array context it returns an array of all codes read. |
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125
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=item B< get_rice(sub { ... }, $k) > |
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127
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Similar to the regular get method except using the user provided subroutine |
128
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instead of unary encoding the base. For example: |
129
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130
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sub { shift->get_gamma(@_); } |
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132
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=back |
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=head2 Parameters |
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136
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The parameter C must be an integer greater than or equal to 0. |
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138
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The quotient CE k> is encoded using unary (or via the user |
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supplied subroutine), followed by the lowest C bits. |
140
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141
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Note: if C then the result will be coded purely using unary (or the |
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supplied sub) coding. |
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144
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Note: this is a special case of a C code where C. |
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146
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Rice coding is often preceded by a step that adapts the parameter to the |
147
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data seen so far. Rice's paper encodes 21-pixel prediction blocks using one |
148
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of three codes. The JPEG-LS LOCO-I algorithm uses a constantly adapting k |
149
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parameter to encode the prediction errors. |
150
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151
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=head2 Required Methods |
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153
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=over 4 |
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155
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=item B< read > |
156
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157
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=item B< write > |
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159
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=item B< get_unary > |
160
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161
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=item B< put_unary > |
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163
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These methods are required for the role. |
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165
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=back |
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167
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=head1 SEE ALSO |
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169
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=over 4 |
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=item L |
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=item L |
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=item L |
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=item L |
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=item S.W. Golomb, "Run-length encodings", IEEE Transactions on Information Theory, vol 12, no 3, pp 399-401, 1966. |
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181
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=item R.F. Rice and R. Plaunt, "Adaptive Variable-Length Coding for Efficient Compression of Spacecraft Television Data", IEEE Transactions on Communications, vol 16, no 9, pp 889-897, Dec. 1971. |
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183
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=back |
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185
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=head1 AUTHORS |
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187
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Dana Jacobsen |
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189
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=head1 COPYRIGHT |
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191
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Copyright 2011 by Dana Jacobsen |
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This program is free software; you can redistribute it and/or modify it under the same terms as Perl itself. |
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195
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=cut |