annotate scripts/general/accumdim.m @ 14116:951eacaf9381 stable

Initial documentation for broadcasting and general vectorization guidelines * vectorize.txi: New file. * NEWS: Update with location of broadcasting documentation. * Makefile.am: Add vectorize.texi * arith.txi: Move accumarray and accumdim docstring to vectorize.txi * container.txi: Move structfun docstring to vectorize.txi * expr.txi: Mention broadcasting where relevant. * func.txi: Move vectorize docstring to vectorize.txi * matrix.txi: Move function application section to vectorize.txi * octave.texi: Add vectorize.txi and its menu options * sparse.txi: Move spfun to vectorize.txi * tips.txi: Move and rewrite coding tips section in vectorize.txi * bsxfun.h (is_valid_bsxfun, is_valid_inplace_bsxfun): Rename warning to "Octave:broadcast" * accumdim.m: Reformat to use @example in lieu of @smallexample * warning_ids.m: Add Octave:broadcast * bsxfun.cc: Reword docstring to mention broadcasting * cellfun.cc: Move comment about efficiency from tips.txi * version.h.in: Add a big startup warning about broadcasting
author Jordi Gutiérrez Hermoso <jordigh@octave.org>
date Tue, 27 Dec 2011 15:15:41 -0500
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1 ## Copyright (C) 2010-2011 VZLU Prague
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2 ##
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3 ## This file is part of Octave.
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4 ##
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5 ## Octave is free software; you can redistribute it and/or modify it
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6 ## under the terms of the GNU General Public License as published by
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7 ## the Free Software Foundation; either version 3 of the License, or (at
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8 ## your option) any later version.
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9 ##
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10 ## Octave is distributed in the hope that it will be useful, but
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11 ## WITHOUT ANY WARRANTY; without even the implied warranty of
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12 ## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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13 ## General Public License for more details.
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14 ##
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15 ## You should have received a copy of the GNU General Public License
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16 ## along with Octave; see the file COPYING. If not, see
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17 ## <http://www.gnu.org/licenses/>.
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18
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19 ## -*- texinfo -*-
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20 ## @deftypefn {Function File} {} accumdim (@var{subs}, @var{vals}, @var{dim}, @var{n}, @var{func}, @var{fillval})
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21 ## Create an array by accumulating the slices of an array into the
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22 ## positions defined by their subscripts along a specified dimension.
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23 ## The subscripts are defined by the index vector @var{subs}.
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24 ## The dimension is specified by @var{dim}. If not given, it defaults
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25 ## to the first non-singleton dimension. The length of @var{subs} must
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26 ## be equal to @code{size (@var{vals}, @var{dim})}.
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27 ##
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28 ## The extent of the result matrix in the working dimension will be
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29 ## determined by the subscripts themselves. However, if @var{n} is
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30 ## defined it determines this extent.
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31 ##
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32 ## The default action of @code{accumdim} is to sum the subarrays with the
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33 ## same subscripts. This behavior can be modified by defining the
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34 ## @var{func} function. This should be a function or function handle
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35 ## that accepts an array and a dimension, and reduces the array along
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36 ## this dimension. As a special exception, the built-in @code{min} and
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37 ## @code{max} functions can be used directly, and @code{accumdim}
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38 ## accounts for the middle empty argument that is used in their calling.
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39 ##
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40 ## The slices of the returned array that have no subscripts associated
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41 ## with them are set to zero. Defining @var{fillval} to some other
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42 ## value allows these values to be defined.
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43 ##
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44 ## An example of the use of @code{accumdim} is:
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45 ##
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46 ## @example
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47 ## @group
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48 ## accumdim ([1, 2, 1, 2, 1], [ 7, -10, 4;
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49 ## -5, -12, 8;
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50 ## -12, 2, 8;
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51 ## -10, 9, -3;
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52 ## -5, -3, -13])
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53 ## @result{} ans = [-10,-11,-1;-15,-3,5]
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54 ## @end group
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55 ## @end example
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56 ##
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57 ## @seealso{accumarray}
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58 ## @end deftypefn
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59
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60 function A = accumdim (subs, vals, dim, n = 0, func = [], fillval = 0)
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61
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62 if (nargin < 2 || nargin > 5)
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63 print_usage ();
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64 endif
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65
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66 if (isempty (fillval))
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67 fillval = 0;
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68 endif
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69
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70 if (! isvector (subs))
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71 error ("accumdim: SUBS must be a subscript vector");
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72 elseif (! isindex (subs)) # creates index cache
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73 error ("accumdim: indices must be positive integers");
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74 else
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75 m = max (subs);
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76 if (n == 0 || isempty (n))
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77 n = m;
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78 elseif (n < m)
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79 error ("accumdim: N index out of range");
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80 endif
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81 endif
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82
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83 sz = size (vals);
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84
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85 if (nargin < 3)
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86 [~, dim] = max (sz != 1); # first non-singleton dim
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87 elseif (! isindex (dim))
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88 error ("accumdim: DIM must be a valid dimension");
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89 elseif (dim > length (sz))
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90 sz(end+1:dim) = 1;
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91 endif
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92 sz(dim) = n;
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93
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94 if (length (subs) != size (vals, dim))
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95 error ("accumdim: dimension mismatch")
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96 endif
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97
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98 if (isempty (func) || func == @sum)
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99 ## Fast summation case.
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100 A = __accumdim_sum__ (subs, vals, dim, n);
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101
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102 ## Fill in nonzero fill value
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103 if (fillval != 0)
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104 mask = true (n, 1);
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105 mask(subs) = false;
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106 subsc = {':'}(ones (1, length (sz)));
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107 subsc{dim} = mask;
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108 A(subsc{:}) = fillval;
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109 endif
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110 return
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111 endif
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112
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113 ## The general case.
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114 ns = length (subs);
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115 ## Sort indices.
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116 [subs, idx] = sort (subs(:));
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117 ## Identify runs.
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118 jdx = find (subs(1:ns-1) != subs(2:ns));
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119 jdx = [jdx; ns];
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120 ## Collect common slices.
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121 szc = num2cell (sz);
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122 szc{dim} = diff ([0; jdx]);
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123 subsc = {':'}(ones (1, length (sz)));
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124 subsc{dim} = idx;
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125 vals = mat2cell (vals(subsc{:}), szc{:});
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126 ## Apply reductions. Special case min, max.
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127 if (func == @min || func == @max)
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128 vals = cellfun (func, vals, {[]}, {dim}, "uniformoutput", false);
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129 else
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130 vals = cellfun (func, vals, {dim}, "uniformoutput", false);
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131 endif
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132 subs = subs(jdx);
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133
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134 ## Concatenate reduced slices.
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135 vals = cat (dim, vals{:});
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136
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137 ## Construct matrix of fillvals.
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138 if (fillval == 0)
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139 A = zeros (sz, class (vals));
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140 else
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141 A = repmat (fillval, sz);
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142 endif
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143
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144 ## Set the reduced values.
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145 subsc{dim} = subs;
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146 A(subsc{:}) = vals;
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147
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148 endfunction
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149
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150 %%test accumdim vs. accumarray
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151
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152 %!shared a
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153 %! a = rand (5, 5, 5);
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154
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155 %!assert (accumdim ([1;3;1;3;3], a)(:,2,3), accumarray ([1;3;1;3;3], a(:,2,3)))
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156 %!assert (accumdim ([2;3;2;2;2], a, 2, 4)(4,:,2), accumarray ([2;3;2;2;2], a(4,:,2), [1,4]))
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157 %!assert (accumdim ([2;3;2;1;2], a, 3, 3, @min)(1,5,:), accumarray ([2;3;2;1;2], a(1,5,:), [1,1,3], @min))
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158 %!assert (accumdim ([1;3;2;2;1], a, 2, 3, @median)(4,:,5), accumarray ([1;3;2;2;1], a(4,:,5), [1,3], @median))