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As noted above, documentation is typically in a commented header block on an Octave function following the copyright statement. The help string shown above is an unformatted string and will be displayed as is by Octave. Here are some tips for the writing of documentation strings.
Subsequent lines may expand the general nature of the function.
After the introduction there should be paragraphs describing the meaning and usage of each input, followed by the meaning and usage of each output.
Finally, there may be more general information such as notes about the algorithm used, references to scientific papers, notes about any incompatibilities with MATLAB, etc.
However, rather than simply filling the entire documentation string, you can make it much more readable by choosing line breaks with care. Use blank lines between topics if the documentation string is long.
x,y,z,t,w
A,B,M
str,s
fname
c,cstr
/
refers to its second argument as ‘DIVISOR’, because the
actual argument name is divisor
.
Also use all caps for meta-syntactic variables, such as when you show the decomposition of a list or vector into subunits, some of which may vary.
Octave also allows extensive formatting of the help string of functions using Texinfo. The effect on the online documentation is relatively small, but makes the help string of functions conform to the help of Octave’s own functions. However, the effect on the appearance of printed or online documentation will be greatly improved.
The fundamental building block of Texinfo documentation strings is the
Texinfo-macro @deftypefn
, which takes three arguments: The class
the function is in, its output arguments, and the function’s
signature. Typical classes for functions include Function File
for standard Octave functions, and Loadable Function
for
dynamically linked functions. A skeletal Texinfo documentation string
therefore looks like this
-*- texinfo -*- @deftypefn {Function File} {@var{ret} =} fn (…) @cindex index term Help text in Texinfo format. Code samples should be marked like @code{sample of code} and variables should be marked as @var{variable}. @seealso{fn2, fn3} @end deftypefn
This help string must be commented in user functions, or in the help
string of the DEFUN_DLD
macro for dynamically loadable
functions. The important aspects of the documentation string are
This string signals Octave that the following text is in Texinfo format, and should be the first part of any help string in Texinfo format.
The entire help string should be enclosed within the block defined by deftypefn.
This generates an index entry, and can be useful when the function is included as part of a larger piece of documentation. It is ignored within Octave’s help viewer. Only one index term may appear per line but multiple @cindex lines are valid if the function should be filed under different terms.
All variables should be marked with this macro. The markup of variables is then changed appropriately for display.
All samples of code should be marked with this macro for the same reasons as the @var macro.
All samples of code which are quoted should use this more specialized macro. This happens frequently when discussing graphics properties such as "position" or options such as "on"/"off".
This is a comma separated list of function names that allows cross referencing from one function documentation string to another.
Texinfo format has been designed to generate output for online viewing with text terminals as well as generating high-quality printed output. To these ends, Texinfo has commands which control the diversion of parts of the document into a particular output processor. Three formats are of importance: info, HTML, and TeX. These are selected with
@ifinfo Text area for info only @end ifinfo
@ifhtml Text area for HTML only @end ifhtml
@tex Text area for TeX only @end tex
Note that often TeX output can be used in HTML documents and so often
the @ifhtml
blocks are unnecessary. If no specific output
processor is chosen, by default, the text goes into all output
processors. It is usual to have the above blocks in pairs to allow the
same information to be conveyed in all output formats, but with a
different markup. Currently, most Octave documentation only makes a
distinction between TeX and all other formats. Therefore, the
following construct is seen repeatedly.
@tex text for TeX only @end tex @ifnottex text for info, HTML, plaintext @end ifnottex
Another important feature of Texinfo that is often used in Octave help
strings is the @example
environment. An example of its use is
@example @group @code{2 * 2} @result{} 4 @end group @end example
which produces
2 * 2
⇒ 4
The @group
block prevents the example from being split across a
page boundary, while the @result{}
macro produces a right
arrow signifying the result of a command. If your example is larger than
20 lines it is better NOT to use grouping so that a reasonable page
boundary can be calculated.
In many cases a function has multiple ways in which it can be called,
and the @deftypefnx
macro can be used to give alternatives. For
example
-*- texinfo -*- @deftypefn {Function File} {@var{a} =} fn (@var{x}, …) @deftypefnx {Function File} {@var{a} =} fn (@var{y}, …) Help text in Texinfo format. @end deftypefn
Many complete examples of Texinfo documentation can be taken from the
help strings for the Octave functions themselves. A relatively complete
example of which is the nchoosek
function. The Texinfo
documentation string for nchoosek
is
-*- texinfo -*- @deftypefn {Function File} {@var{c} =} nchoosek (@var{n}, @var{k}) @deftypefnx {Function File} {@var{c} =} nchoosek (@var{set}, @var{k}) Compute the binomial coefficient of @var{n} or list all possible combinations of a @var{set} of items. If @var{n} is a scalar then calculate the binomial coefficient of @var{n} and @var{k} which is defined as @tex $$ {n \choose k} = {n (n-1) (n-2) \cdots (n-k+1) \over k!} = {n! \over k! (n-k)!} $$ @end tex @ifnottex @example @group / \ | n | n (n-1) (n-2) @dots{} (n-k+1) n! | | = ------------------------- = --------- | k | k! k! (n-k)! \ / @end group @end example @end ifnottex @noindent This is the number of combinations of @var{n} items taken in groups of size @var{k}. If the first argument is a vector, @var{set}, then generate all combinations of the elements of @var{set}, taken @var{k} at a time, with one row per combination. The result @var{c} has @var{k} columns and @w{@code{nchoosek (length (@var{set}), @var{k})}} rows. For example: How many ways can three items be grouped into pairs? @example @group nchoosek (3, 2) @result{} 3 @end group @end example What are the possible pairs? @example @group nchoosek (1:3, 2) @result{} 1 2 1 3 2 3 @end group @end example Programming Note: When calculating the binomial coefficient @code{nchoosek} works only for non-negative, integer arguments. Use @code{bincoeff} for non-integer and negative scalar arguments, or for computing many binomial coefficients at once with vector inputs for @var{n} or @var{k}. @seealso{bincoeff, perms} @end deftypefn
which demonstrates most of the concepts discussed above.
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