Mercurial > hg > octave-nkf
comparison scripts/set/ismember.m @ 7068:609fd2045523
[project @ 2007-10-25 07:10:20 by jwe]
author | jwe |
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date | Thu, 25 Oct 2007 07:10:20 +0000 |
parents | 88417316c1b0 |
children | 525cd5f47ab6 |
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7067:88417316c1b0 | 7068:609fd2045523 |
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15 ## You should have received a copy of the GNU General Public License | 15 ## You should have received a copy of the GNU General Public License |
16 ## along with Octave; see the file COPYING. If not, see | 16 ## along with Octave; see the file COPYING. If not, see |
17 ## <http://www.gnu.org/licenses/>. | 17 ## <http://www.gnu.org/licenses/>. |
18 | 18 |
19 ## -*- texinfo -*- | 19 ## -*- texinfo -*- |
20 ## @deftypefn {Function File} [@var{bool}, @var{index}] = ismember (@var{a}, @var{s}) | 20 ## @deftypefn {Function File} {} ismember (@var{A}, @var{S}) |
21 ## Return a matrix @var{bool} the same shape as @var{a} which has 1 if | 21 ## Return a matrix the same shape as @var{A} which has 1 if |
22 ## @code{a(i,j)} is in @var{s} or 0 if it isn't. If a second output argument | 22 ## @code{A(i,j)} is in @var{S} or 0 if it isn't. |
23 ## is requested, the indexes into @var{s} of the matching elements is | |
24 ## also returned. | |
25 ## @seealso{unique, union, intersection, setxor, setdiff} | 23 ## @seealso{unique, union, intersection, setxor, setdiff} |
26 ## @end deftypefn | 24 ## @end deftypefn |
27 | 25 |
28 ## Author: Paul Kienzle | 26 ## Author: Paul Kienzle |
29 ## Adapted-by: jwe | 27 ## Adapted-by: jwe |
30 | 28 |
31 function [c, index] = ismember (a, s) | 29 function c = ismember (a, S) |
32 | 30 |
33 if (nargin != 2) | 31 if (nargin != 2) |
34 print_usage (); | 32 print_usage (); |
35 endif | 33 endif |
36 | 34 |
37 ## Convert char matrices to cell arrays. | 35 if (isempty (a) || isempty (S)) |
38 if (ischar (a)) | |
39 a = cellstr (a); | |
40 endif | |
41 if (ischar (s)) | |
42 s = cellstr (s); | |
43 endif | |
44 | |
45 ## Input checking. | |
46 if (! isa (a, class (s))) | |
47 error ("ismember: both input arguments must be the same type"); | |
48 endif | |
49 | |
50 if (iscell (a) && ! iscellstr (a)) | |
51 error ("ismember: cell arrays may only contain strings"); | |
52 endif | |
53 | |
54 if (! isnumeric(a) && ! iscell (a)) | |
55 error ("ismember: input arguments must be arrays, cell arrays, or strings"); | |
56 endif | |
57 | |
58 ## Do the actual work. | |
59 if (isempty (a) || isempty (s)) | |
60 c = zeros (size (a), "logical"); | 36 c = zeros (size (a), "logical"); |
61 else | 37 else |
62 if (numel (s) == 1) | 38 if (iscell (a) && ! iscell (S)) |
63 if (iscell (a)) | 39 tmp{1} = S; |
64 c = strcmp (a, s); | 40 S = tmp; |
41 endif | |
42 if (! iscell (a) && iscell (S)) | |
43 tmp{1} = a; | |
44 a = tmp; | |
45 endif | |
46 S = unique (S(:)); | |
47 lt = length (S); | |
48 if (lt == 1) | |
49 if (iscell (a) || iscell (S)) | |
50 c = cellfun ("length", a) == cellfun ("length", S); | |
51 idx = find (c); | |
52 if (isempty (idx)) | |
53 c = zeros (size (a), "logical"); | |
54 else | |
55 c(idx) = all (char (a(idx)) == repmat (char (S), length (idx), 1), 2); | |
56 endif | |
65 else | 57 else |
66 ## Both A and S are matrices. | 58 c = (a == S); |
67 c = (a == s); | |
68 endif | 59 endif |
69 index = double (c); | |
70 elseif (numel (a) == 1) | 60 elseif (numel (a) == 1) |
71 if (iscell (a)) | 61 if (iscell (a) || iscell (S)) |
72 f = find (strcmp (a, s), 1); | 62 c = cellfun ("length", a) == cellfun ("length", S); |
63 idx = find (c); | |
64 if (isempty (idx)) | |
65 c = zeros (size (a), "logical"); | |
66 else | |
67 c(idx) = all (repmat (char (a), length (idx), 1) == char (S(idx)), 2); | |
68 c = any(c); | |
69 endif | |
73 else | 70 else |
74 ## Both A and S are matrices. | 71 c = any (a == S); |
75 f = find (a == s, 1); | |
76 endif | |
77 c = ! isempty (f); | |
78 index = f; | |
79 if (isempty (index)) | |
80 index = 0; | |
81 endif | 72 endif |
82 else | 73 else |
83 ## Magic: the following code determines for each a, the index i | 74 ## Magic: the following code determines for each a, the index i |
84 ## such that S(i)<= a < S(i+1). It does this by sorting the a | 75 ## such that S(i)<= a < S(i+1). It does this by sorting the a |
85 ## into S and remembering the source index where each element came | 76 ## into S and remembering the source index where each element came |
107 ## giving S_idx = [ -- 1 2], a_idx = [ 0 0 0 1 1 2 2 ]. Add 1 to | 98 ## giving S_idx = [ -- 1 2], a_idx = [ 0 0 0 1 1 2 2 ]. Add 1 to |
108 ## a_idx, and we know which interval S(i) contains a. It is | 99 ## a_idx, and we know which interval S(i) contains a. It is |
109 ## easy to now check membership by comparing S(a_idx) == a. This | 100 ## easy to now check membership by comparing S(a_idx) == a. This |
110 ## magic works because S starts out sorted, and because sort | 101 ## magic works because S starts out sorted, and because sort |
111 ## preserves the relative order of identical elements. | 102 ## preserves the relative order of identical elements. |
112 lt = length (s); | 103 [v, p] = sort ([S(2:lt); a(:)]); |
113 [s, sidx] = sort (s); | |
114 [v, p] = sort ([s(2:lt); a(:)]); | |
115 idx(p) = cumsum (p <= lt-1) + 1; | 104 idx(p) = cumsum (p <= lt-1) + 1; |
116 idx = idx(lt:end); | 105 idx = idx(lt:end); |
117 if (iscell (a) || iscell (s)) | 106 if (iscell (a) || iscell (S)) |
118 c = (cellfun ("length", a) | 107 c = (cellfun ("length", a) |
119 == reshape (cellfun ("length", s(idx)), size (a))); | 108 == reshape (cellfun ("length", S(idx)), size (a))); |
120 idx2 = find (c); | 109 idx2 = find (c); |
121 c(idx2) = all (char (a(idx2)) == char (s(idx)(idx2)), 2); | 110 c(idx2) = all (char (a(idx2)) == char (S(idx)(idx2)), 2); |
122 index = zeros (size (c)); | |
123 index(c) = sidx(idx(c)); | |
124 else | 111 else |
125 ## Both A and S are matrices. | 112 c = (a == reshape (S (idx), size (a))); |
126 c = (a == reshape (s (idx), size (a))); | |
127 index = zeros (size (c)); | |
128 index(c) = sidx(idx(c)); | |
129 endif | 113 endif |
130 endif | 114 endif |
131 endif | 115 endif |
132 | 116 |
133 endfunction | 117 endfunction |
134 | 118 |
135 %!assert (ismember ({''}, {'abc', 'def'}), false); | 119 %!assert (ismember ({''}, {'abc', 'def'}), false); |
136 %!assert (ismember ('abc', {'abc', 'def'}), true); | 120 %!assert (ismember ('abc', {'abc', 'def'}), true); |
137 %!assert (isempty (ismember ([], [1, 2])), true); | 121 %!assert (isempty (ismember ([], [1, 2])), true); |
138 %!xtest assert (ismember ('', {'abc', 'def'}), false); | 122 %!xtest assert (ismember ('', {'abc', 'def'}), false); |
139 %!fail ('ismember ([], {1, 2})', 'error:.*'); | 123 %!xtest fail ('ismember ([], {1, 2})', 'error:.*'); |
140 %!fail ('ismember ({[]}, {1, 2})', 'error:.*'); | 124 %!fail ('ismember ({[]}, {1, 2})', 'error:.*'); |
141 %!assert (ismember ({'foo', 'bar'}, {'foobar'}), logical ([0, 0])) | 125 %!assert (ismember ({'foo', 'bar'}, {'foobar'}), logical ([0, 0])) |
142 %!assert (ismember ({'foo'}, {'foobar'}), false) | 126 %!assert (ismember ({'foo'}, {'foobar'}), false) |
143 %!assert (ismember ({'bar'}, {'foobar'}), false) | 127 %!assert (ismember ({'bar'}, {'foobar'}), false) |
144 %!assert (ismember ({'bar'}, {'foobar', 'bar'}), true) | 128 %!assert (ismember ({'bar'}, {'foobar', 'bar'}), true) |
145 %!assert (ismember ({'foo', 'bar'}, {'foobar', 'bar'}), logical ([0, 1])) | 129 %!assert (ismember ({'foo', 'bar'}, {'foobar', 'bar'}), logical ([0, 1])) |
146 %!assert (ismember ({'xfb', 'f', 'b'}, {'fb', 'b'}), logical ([0, 0, 1])) | 130 %!assert (ismember ({'xfb', 'f', 'b'}, {'fb', 'b'}), logical ([0, 0, 1])) |
131 %!assert (ismember ("1", "0123456789."), true) |