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[project @ 2007-04-11 14:15:40 by jwe]
author | jwe |
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date | Wed, 11 Apr 2007 14:15:58 +0000 |
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@c Copyright (C) 1996, 1997 John W. Eaton @c This is part of the Octave manual. @c For copying conditions, see the file gpl.texi. @node Containers @chapter Containers @cindex containers @menu * Cell Arrays:: @end menu @node Cell Arrays @section Cell Arrays @cindex cell arrays It can be both necessary and convenient to store several variables of different size or type in one variable. A cell array is a container class able to do just that. In general cell arrays work just like @math{N}-dimensional arrays, with the exception of the use of @samp{@{} and @samp{@}} as allocation and indexing operators. As an example, the following code creates a cell array containing a string and a 2-by-2 random matrix @example c = @{"a string", rand(2, 2)@}; @end example @noindent And a cell array can be indexed with the @{ and @} operators, so the variable created in the previous example can be indexed like this @example @group c@{1@} @result{} ans = a string @end group @end example @noindent As with numerical arrays several elements of a cell array can be extracted by indexing with a vector of indexes @example @group c@{1:2@} @result{} ans = (, [1] = a string [2] = 0.593993 0.627732 0.377037 0.033643 ,) @end group @end example The indexing operators can also be used to insert or overwrite elements of a cell array. The following code inserts the scalar 3 on the third place of the previously created cell array @example @group c@{3@} = 3 @result{} c = @{ [1,1] = a string [1,2] = 0.593993 0.627732 0.377037 0.033643 [1,3] = 3 @} @end group @end example @node Creating Cell Arrays @subsection Creating Cell Array The introductory example showed how to create a cell array containing currently available variables. In many situations, however, it is useful to create a cell array and then fill it with data. The @code{cell} function returns a cell array of a given size, containing empty matrices. This function works very similar to the @code{zeros} function for creating new numerical arrays. The following example creates a 2-by-2 cell array containing empty matrices @example @group c = cell(2,2) @result{} c = @{ [1,1] = [](0x0) [2,1] = [](0x0) [1,2] = [](0x0) [2,2] = [](0x0) @} @end group @end example Just like numerical arrays, cell arrays can be multidimensional. The @code{cell} function accepts any number of positive integers to describe the size of the returned cell array. It is also possible to set the size of the cell array through a vector of positive integers. In the following example two cell arrays of equal size is created, and the size of the first one is displayed @example c1 = cell(3, 4, 5); c2 = cell( [3, 4, 5] ); size(c1) @result{} ans = 3 4 5 @end example @noindent As can be seen, the @code{size} function also work for cell arrays. As do the other functions describing the size of an object, such as @code{length}, @code{numel}, @code{rows}, and @code{columns}. An alternative to creating empty cell arrays, and then filling them, it is possible to convert numerical arrays into cell arrays using the @code{num2cell} and @code{mat2cell} functions. @DOCSTRING(cell) @DOCSTRING(iscell) @DOCSTRING(num2cell) @DOCSTRING(mat2cell) @node Indexing Cell Arrays @subsection Indexing Cell Arrays As shown in the introductory example elements can be inserted from cell arrays using the @samp{@{} and @samp{@}} operators. Besides the change of operators, indexing works for cell arrays like for multidimensional arrays. As an example, all the rows of the first and third column of a cell array can be set to @code{0} with the following code @example c@{:, [1, 3]@} = 0; @end example Accessing values in a cell array is, however, different from the same operation for numerical arrays. Accessing a single element of a cell array is very similar to numerical arrays, for example @example element = c@{1, 2@}; @end example @noindent This will, however, @emph{not} work when accessing multiple elements of a cell array, because it might not be possible to represent all elements with a single variable as is the case with numerical arrays. Accessing multiple elements of a cell array will result in a list of all the requested elements. This list can then form the basis of a new numerical array or cell array, or be passed as arguments to a function. If all the accessed elements of a cell array are scalars or column vectors, they can be concatenated into a new column vector containing the elements, by surrounding the list with @code{[} and @code{]} as in the following example @example a = @{1, [2, 3], 4@}; b = [a@{:@}] @result{} b = 1 2 3 4 @end example In much the same way, a new cell array containing the accessed elements can be created. By surrounding the list with @samp{@{} and @samp{@}} a new cell array will be created, like the following example illustrates @example a = @{1, rand(2, 2), "three"@}; b = @{ a@{ [1, 3] @} @} @result{} b = @{ [1,1] = 1 [1,2] = three @} @end example It is also possible to pass the accessed elements directly to a function. The list of elements from the cell array will be passed as an argument list to a given function if it is called with the elements as arguments. The two calls to @code{printf} in the following example are identical but the latter is more simple and handles more situations @example c = @{"GNU", "Octave", "is", "Free", "Software"@}; printf ("%s ", c@{1@}, c@{2@}, c@{3@}, c@{4@}, c@{5@}); @print{} GNU Octave is Free Software printf ("%s ", c@{:@}); @print{} GNU Octave is Free Software @end example @node Cell Arrays of Strings @subsection Cell Arrays of Strings One common use of cell arrays is to store multiple strings in the same variable. It is possible to store multiple strings in a character matrix by letting each row be a string. This, however, introduces the problem that all strings must be of equal length. Therefore it is recommended to use cell arrays to store multiple strings. If, however, the character matrix representation is required for an operation, it can be converted to a cell array of strings using the @code{cellstr} function @example a = ["hello"; "world"]; c = cellstr (a) @result{} c = @{ [1,1] = hello [2,1] = world @} @end example One further advantage of using cell arrays to store multiple strings, is that most functions for string manipulations included with Octave supports this representation. As an example, it is possible to compare one string with many others using the @code{strcmp} function. If one of the arguments to this function is a string and the other is a cell array of strings, each element of the cell array will be compared the string argument, @example c = @{"hello", "world"@}; strcmp ("hello", c) @result{} ans = 1 0 @end example @noindent The following functions for string manipulation support cell arrays of strings, @code{strcmp}, @code{strcmpi}, @code{strncmp}, @code{strncmpi}, @code{str2double}, @code{str2mat}, @code{strappend}, @code{strtrunc}, @code{strvcat}, @code{strfind}, and @code{strmatch}. @DOCSTRING(cellstr) @DOCSTRING(iscellstr) @DOCSTRING(cellidx) @node Processing Data in Cell Arrays @subsection Processing Data in Cell Arrays Data that is stored in a cell array can be processed in several ways depending on the actual data. The most simple way to process that data is to iterate through it using one or more @code{for} loops. The same idea can be implemented easier through the use of the @code{cellfun} function that calls a user specified function on all elements of a cell array. @DOCSTRING(cellfun) An alternative is to convert the data to a different container, such as a matrix or a data structure. Depending on the data this is possible using the @code{cell2mat} and @code{cell2struct} functions. @DOCSTRING(cell2mat) @DOCSTRING(cell2struct)