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<title>The GNU C Library: 9. Searching and Sorting</title>

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<a name="Searching-and-Sorting-1"></a>
<h1 class="chapter">9. Searching and Sorting</h1>

<p>This chapter describes functions for searching and sorting arrays of
arbitrary objects.  You pass the appropriate comparison function to be
applied as an argument, along with the size of the objects in the array
and the total number of elements.
</p>
<table class="menu" border="0" cellspacing="0">
<tr><td align="left" valign="top"><a href="#Comparison-Functions">9.1 Defining the Comparison Function</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top">        Defining how to compare two objects.
				 Since the sort and search facilities
                                 are general, you have to specify the
                                 ordering.
</td></tr>
<tr><td align="left" valign="top"><a href="#Array-Search-Function">9.2 Array Search Function</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top">       The <code>bsearch</code> function.
</td></tr>
<tr><td align="left" valign="top"><a href="#Array-Sort-Function">9.3 Array Sort Function</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top">         The <code>qsort</code> function.
</td></tr>
<tr><td align="left" valign="top"><a href="#Search_002fSort-Example">9.4 Searching and Sorting Example</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top">         An example program.
</td></tr>
<tr><td align="left" valign="top"><a href="#Hash-Search-Function">9.5 The <code>hsearch</code> function.</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top"></td></tr>
<tr><td align="left" valign="top"><a href="#Tree-Search-Function">9.6 The <code>tsearch</code> function.</a></td><td>&nbsp;&nbsp;</td><td align="left" valign="top"></td></tr>
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<a name="Defining-the-Comparison-Function"></a>
<h2 class="section">9.1 Defining the Comparison Function</h2>
<a name="index-Comparison-Function"></a>

<p>In order to use the sorted array library functions, you have to describe
how to compare the elements of the array.
</p>
<p>To do this, you supply a comparison function to compare two elements of
the array.  The library will call this function, passing as arguments
pointers to two array elements to be compared.  Your comparison function
should return a value the way <code>strcmp</code> (see section <a href="libc_5.html#String_002fArray-Comparison">String/Array Comparison</a>) does: negative if the first argument is &ldquo;less&rdquo; than the
second, zero if they are &ldquo;equal&rdquo;, and positive if the first argument
is &ldquo;greater&rdquo;.
</p>
<p>Here is an example of a comparison function which works with an array of
numbers of type <code>double</code>:
</p>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">int
compare_doubles (const void *a, const void *b)
{
  const double *da = (const double *) a;
  const double *db = (const double *) b;

  return (*da &gt; *db) - (*da &lt; *db);
}
</pre></td></tr></table>

<p>The header file &lsquo;<tt>stdlib.h</tt>&rsquo; defines a name for the data type of
comparison functions.  This type is a GNU extension.
</p>
<a name="index-comparison_005ffn_005ft"></a>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">int comparison_fn_t (const void *, const void *);
</pre></td></tr></table>

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<a name="Array-Search-Function-1"></a>
<h2 class="section">9.2 Array Search Function</h2>
<a name="index-search-function-_0028for-arrays_0029"></a>
<a name="index-binary-search-function-_0028for-arrays_0029"></a>
<a name="index-array-search-function"></a>

<p>Generally searching for a specific element in an array means that
potentially all elements must be checked.  The GNU C library contains
functions to perform linear search.  The prototypes for the following
two functions can be found in &lsquo;<tt>search.h</tt>&rsquo;.
</p>
<dl>
<dt><a name="index-lfind"></a><u>Function:</u> void * <b>lfind</b><i> (const void *<var>key</var>, void *<var>base</var>, size_t *<var>nmemb</var>, size_t <var>size</var>, comparison_fn_t <var>compar</var>)</i></dt>
<dd><p>The <code>lfind</code> function searches in the array with <code>*<var>nmemb</var></code>
elements of <var>size</var> bytes pointed to by <var>base</var> for an element
which matches the one pointed to by <var>key</var>.  The function pointed to
by <var>compar</var> is used decide whether two elements match.
</p>
<p>The return value is a pointer to the matching element in the array
starting at <var>base</var> if it is found.  If no matching element is
available <code>NULL</code> is returned.
</p>
<p>The mean runtime of this function is <code>*<var>nmemb</var></code>/2.  This
function should only be used if elements often get added to or deleted from
the array in which case it might not be useful to sort the array before
searching.
</p></dd></dl>

<dl>
<dt><a name="index-lsearch"></a><u>Function:</u> void * <b>lsearch</b><i> (const void *<var>key</var>, void *<var>base</var>, size_t *<var>nmemb</var>, size_t <var>size</var>, comparison_fn_t <var>compar</var>)</i></dt>
<dd><p>The <code>lsearch</code> function is similar to the <code>lfind</code> function.  It
searches the given array for an element and returns it if found.  The
difference is that if no matching element is found the <code>lsearch</code>
function adds the object pointed to by <var>key</var> (with a size of
<var>size</var> bytes) at the end of the array and it increments the value of
<code>*<var>nmemb</var></code> to reflect this addition.
</p>
<p>This means for the caller that if it is not sure that the array contains
the element one is searching for the memory allocated for the array
starting at <var>base</var> must have room for at least <var>size</var> more
bytes.  If one is sure the element is in the array it is better to use
<code>lfind</code> so having more room in the array is always necessary when
calling <code>lsearch</code>.
</p></dd></dl>

<p>To search a sorted array for an element matching the key, use the
<code>bsearch</code> function.  The prototype for this function is in
the header file &lsquo;<tt>stdlib.h</tt>&rsquo;.
<a name="index-stdlib_002eh-8"></a>
</p>
<dl>
<dt><a name="index-bsearch"></a><u>Function:</u> void * <b>bsearch</b><i> (const void *<var>key</var>, const void *<var>array</var>, size_t <var>count</var>, size_t <var>size</var>, comparison_fn_t <var>compare</var>)</i></dt>
<dd><p>The <code>bsearch</code> function searches the sorted array <var>array</var> for an object
that is equivalent to <var>key</var>.  The array contains <var>count</var> elements,
each of which is of size <var>size</var> bytes.
</p>
<p>The <var>compare</var> function is used to perform the comparison.  This
function is called with two pointer arguments and should return an
integer less than, equal to, or greater than zero corresponding to
whether its first argument is considered less than, equal to, or greater
than its second argument.  The elements of the <var>array</var> must already
be sorted in ascending order according to this comparison function.
</p>
<p>The return value is a pointer to the matching array element, or a null
pointer if no match is found.  If the array contains more than one element
that matches, the one that is returned is unspecified.
</p>
<p>This function derives its name from the fact that it is implemented
using the binary search algorithm.
</p></dd></dl>

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<a name="Array-Sort-Function-1"></a>
<h2 class="section">9.3 Array Sort Function</h2>
<a name="index-sort-function-_0028for-arrays_0029"></a>
<a name="index-quick-sort-function-_0028for-arrays_0029"></a>
<a name="index-array-sort-function"></a>

<p>To sort an array using an arbitrary comparison function, use the
<code>qsort</code> function.  The prototype for this function is in
&lsquo;<tt>stdlib.h</tt>&rsquo;.
<a name="index-stdlib_002eh-9"></a>
</p>
<dl>
<dt><a name="index-qsort"></a><u>Function:</u> void <b>qsort</b><i> (void *<var>array</var>, size_t <var>count</var>, size_t <var>size</var>, comparison_fn_t <var>compare</var>)</i></dt>
<dd><p>The <var>qsort</var> function sorts the array <var>array</var>.  The array contains
<var>count</var> elements, each of which is of size <var>size</var>.
</p>
<p>The <var>compare</var> function is used to perform the comparison on the
array elements.  This function is called with two pointer arguments and
should return an integer less than, equal to, or greater than zero
corresponding to whether its first argument is considered less than,
equal to, or greater than its second argument.
</p>
<a name="index-stable-sorting"></a>
<p><strong>Warning:</strong> If two objects compare as equal, their order after
sorting is unpredictable.  That is to say, the sorting is not stable.
This can make a difference when the comparison considers only part of
the elements.  Two elements with the same sort key may differ in other
respects.
</p>
<p>If you want the effect of a stable sort, you can get this result by
writing the comparison function so that, lacking other reason
distinguish between two elements, it compares them by their addresses.
Note that doing this may make the sorting algorithm less efficient, so
do it only if necessary.
</p>
<p>Here is a simple example of sorting an array of doubles in numerical
order, using the comparison function defined above (see section <a href="#Comparison-Functions">Defining the Comparison Function</a>):
</p>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">{
  double *array;
  int size;
  &hellip;
  qsort (array, size, sizeof (double), compare_doubles);
}
</pre></td></tr></table>

<p>The <code>qsort</code> function derives its name from the fact that it was
originally implemented using the &ldquo;quick sort&rdquo; algorithm.
</p>
<p>The implementation of <code>qsort</code> in this library might not be an
in-place sort and might thereby use an extra amount of memory to store
the array.
</p></dd></dl>

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<a name="Searching-and-Sorting-Example"></a>
<h2 class="section">9.4 Searching and Sorting Example</h2>

<p>Here is an example showing the use of <code>qsort</code> and <code>bsearch</code>
with an array of structures.  The objects in the array are sorted
by comparing their <code>name</code> fields with the <code>strcmp</code> function.
Then, we can look up individual objects based on their names.
</p>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">#include &lt;stdlib.h&gt;
#include &lt;stdio.h&gt;
#include &lt;string.h&gt;

/* <span class="roman">Define an array of critters to sort.</span> */

struct critter
  {
    const char *name;
    const char *species;
  };

struct critter muppets[] =
  {
    {&quot;Kermit&quot;, &quot;frog&quot;},
    {&quot;Piggy&quot;, &quot;pig&quot;},
    {&quot;Gonzo&quot;, &quot;whatever&quot;},
    {&quot;Fozzie&quot;, &quot;bear&quot;},
    {&quot;Sam&quot;, &quot;eagle&quot;},
    {&quot;Robin&quot;, &quot;frog&quot;},
    {&quot;Animal&quot;, &quot;animal&quot;},
    {&quot;Camilla&quot;, &quot;chicken&quot;},
    {&quot;Sweetums&quot;, &quot;monster&quot;},
    {&quot;Dr. Strangepork&quot;, &quot;pig&quot;},
    {&quot;Link Hogthrob&quot;, &quot;pig&quot;},
    {&quot;Zoot&quot;, &quot;human&quot;},
    {&quot;Dr. Bunsen Honeydew&quot;, &quot;human&quot;},
    {&quot;Beaker&quot;, &quot;human&quot;},
    {&quot;Swedish Chef&quot;, &quot;human&quot;}
  };

int count = sizeof (muppets) / sizeof (struct critter);



/* <span class="roman">This is the comparison function used for sorting and searching.</span> */

int 
critter_cmp (const struct critter *c1, const struct critter *c2)
{
  return strcmp (c1-&gt;name, c2-&gt;name);
}


/* <span class="roman">Print information about a critter.</span> */

void 
print_critter (const struct critter *c)
{
  printf (&quot;%s, the %s\n&quot;, c-&gt;name, c-&gt;species);
}


</pre><pre class="smallexample">/* <span class="roman">Do the lookup into the sorted array.</span> */

void 
find_critter (const char *name)
{
  struct critter target, *result;
  target.name = name;
  result = bsearch (&amp;target, muppets, count, sizeof (struct critter),
                    critter_cmp);
  if (result)
    print_critter (result);
  else
    printf (&quot;Couldn't find %s.\n&quot;, name);
}
</pre><pre class="smallexample">
/* <span class="roman">Main program.</span> */

int
main (void)
{
  int i;

  for (i = 0; i &lt; count; i++)
    print_critter (&amp;muppets[i]);
  printf (&quot;\n&quot;);

  qsort (muppets, count, sizeof (struct critter), critter_cmp);

  for (i = 0; i &lt; count; i++)
    print_critter (&amp;muppets[i]);
  printf (&quot;\n&quot;);

  find_critter (&quot;Kermit&quot;);
  find_critter (&quot;Gonzo&quot;);
  find_critter (&quot;Janice&quot;);

  return 0;
}
</pre></td></tr></table>

<a name="index-Kermit-the-frog"></a>
<p>The output from this program looks like:
</p>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">Kermit, the frog
Piggy, the pig
Gonzo, the whatever
Fozzie, the bear
Sam, the eagle
Robin, the frog
Animal, the animal
Camilla, the chicken
Sweetums, the monster
Dr. Strangepork, the pig
Link Hogthrob, the pig
Zoot, the human
Dr. Bunsen Honeydew, the human
Beaker, the human
Swedish Chef, the human

Animal, the animal
Beaker, the human
Camilla, the chicken
Dr. Bunsen Honeydew, the human
Dr. Strangepork, the pig
Fozzie, the bear
Gonzo, the whatever
Kermit, the frog
Link Hogthrob, the pig
Piggy, the pig
Robin, the frog
Sam, the eagle
Swedish Chef, the human
Sweetums, the monster
Zoot, the human

Kermit, the frog
Gonzo, the whatever
Couldn't find Janice.
</pre></td></tr></table>


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<a name="The-hsearch-function_002e"></a>
<h2 class="section">9.5 The <code>hsearch</code> function.</h2>

<p>The functions mentioned so far in this chapter are for searching in a sorted
or unsorted array.  There are other methods to organize information
which later should be searched.  The costs of insert, delete and search
differ.  One possible implementation is using hashing tables.
The following functions are declared in the header file &lsquo;<tt>search.h</tt>&rsquo;.
</p>
<dl>
<dt><a name="index-hcreate"></a><u>Function:</u> int <b>hcreate</b><i> (size_t <var>nel</var>)</i></dt>
<dd><p>The <code>hcreate</code> function creates a hashing table which can contain at
least <var>nel</var> elements.  There is no possibility to grow this table so
it is necessary to choose the value for <var>nel</var> wisely.  The method
used to implement this function might make it necessary to make the
number of elements in the hashing table larger than the expected maximal
number of elements.  Hashing tables usually work inefficiently if they are
filled 80% or more.  The constant access time guaranteed by hashing can
only be achieved if few collisions exist.  See Knuth&rsquo;s &ldquo;The Art of
Computer Programming, Part 3: Searching and Sorting&rdquo; for more
information.
</p>
<p>The weakest aspect of this function is that there can be at most one
hashing table used through the whole program.  The table is allocated
in local memory out of control of the programmer.  As an extension the
GNU C library provides an additional set of functions with an reentrant
interface which provide a similar interface but which allow to keep
arbitrarily many hashing tables.
</p>
<p>It is possible to use more than one hashing table in the program run if
the former table is first destroyed by a call to <code>hdestroy</code>.
</p>
<p>The function returns a non-zero value if successful.  If it return zero
something went wrong.  This could either mean there is already a hashing
table in use or the program runs out of memory.
</p></dd></dl>

<dl>
<dt><a name="index-hdestroy"></a><u>Function:</u> void <b>hdestroy</b><i> (void)</i></dt>
<dd><p>The <code>hdestroy</code> function can be used to free all the resources
allocated in a previous call of <code>hcreate</code>.  After a call to this
function it is again possible to call <code>hcreate</code> and allocate a new
table with possibly different size.
</p>
<p>It is important to remember that the elements contained in the hashing
table at the time <code>hdestroy</code> is called are <em>not</em> freed by this
function.  It is the responsibility of the program code to free those
strings (if necessary at all).  Freeing all the element memory is not
possible without extra, separately kept information since there is no
function to iterate through all available elements in the hashing table.
If it is really necessary to free a table and all elements the
programmer has to keep a list of all table elements and before calling
<code>hdestroy</code> s/he has to free all element&rsquo;s data using this list.
This is a very unpleasant mechanism and it also shows that this kind of
hashing tables is mainly meant for tables which are created once and
used until the end of the program run.
</p></dd></dl>

<p>Entries of the hashing table and keys for the search are defined using
this type:
</p>
<dl>
<dt><a name="index-struct-ENTRY"></a><u>Data type:</u> <b>struct ENTRY</b></dt>
<dd><p>Both elements of this structure are pointers to zero-terminated strings.
This is a limiting restriction of the functionality of the
<code>hsearch</code> functions.  They can only be used for data sets which use
the NUL character always and solely to terminate the records.  It is not
possible to handle general binary data.
</p>
<dl compact="compact">
<dt> <code>char *key</code></dt>
<dd><p>Pointer to a zero-terminated string of characters describing the key for
the search or the element in the hashing table.
</p></dd>
<dt> <code>char *data</code></dt>
<dd><p>Pointer to a zero-terminated string of characters describing the data.
If the functions will be called only for searching an existing entry
this element might stay undefined since it is not used.
</p></dd>
</dl>
</dd></dl>

<dl>
<dt><a name="index-hsearch"></a><u>Function:</u> ENTRY * <b>hsearch</b><i> (ENTRY <var>item</var>, ACTION <var>action</var>)</i></dt>
<dd><p>To search in a hashing table created using <code>hcreate</code> the
<code>hsearch</code> function must be used.  This function can perform simple
search for an element (if <var>action</var> has the <code>FIND</code>) or it can
alternatively insert the key element into the hashing table.  Entries
are never replaced.
</p>
<p>The key is denoted by a pointer to an object of type <code>ENTRY</code>.  For
locating the corresponding position in the hashing table only the
<code>key</code> element of the structure is used.
</p>
<p>If an entry with matching key is found the <var>action</var> parameter is
irrelevant.  The found entry is returned.  If no matching entry is found
and the <var>action</var> parameter has the value <code>FIND</code> the function
returns a <code>NULL</code> pointer.  If no entry is found and the
<var>action</var> parameter has the value <code>ENTER</code> a new entry is added
to the hashing table which is initialized with the parameter <var>item</var>.
A pointer to the newly added entry is returned.
</p></dd></dl>

<p>As mentioned before the hashing table used by the functions described so
far is global and there can be at any time at most one hashing table in
the program.  A solution is to use the following functions which are a
GNU extension.  All have in common that they operate on a hashing table
which is described by the content of an object of the type <code>struct
hsearch_data</code>.  This type should be treated as opaque, none of its
members should be changed directly.
</p>
<dl>
<dt><a name="index-hcreate_005fr"></a><u>Function:</u> int <b>hcreate_r</b><i> (size_t <var>nel</var>, struct hsearch_data *<var>htab</var>)</i></dt>
<dd><p>The <code>hcreate_r</code> function initializes the object pointed to by
<var>htab</var> to contain a hashing table with at least <var>nel</var> elements.
So this function is equivalent to the <code>hcreate</code> function except
that the initialized data structure is controlled by the user.
</p>
<p>This allows having more than one hashing table at one time.  The memory
necessary for the <code>struct hsearch_data</code> object can be allocated
dynamically.  It must be initialized with zero before calling this
function.
</p>
<p>The return value is non-zero if the operation was successful.  If the
return value is zero, something went wrong, which probably means the
programs ran out of memory.
</p></dd></dl>

<dl>
<dt><a name="index-hdestroy_005fr"></a><u>Function:</u> void <b>hdestroy_r</b><i> (struct hsearch_data *<var>htab</var>)</i></dt>
<dd><p>The <code>hdestroy_r</code> function frees all resources allocated by the
<code>hcreate_r</code> function for this very same object <var>htab</var>.  As for
<code>hdestroy</code> it is the programs responsibility to free the strings
for the elements of the table.
</p></dd></dl>

<dl>
<dt><a name="index-hsearch_005fr"></a><u>Function:</u> int <b>hsearch_r</b><i> (ENTRY <var>item</var>, ACTION <var>action</var>, ENTRY **<var>retval</var>, struct hsearch_data *<var>htab</var>)</i></dt>
<dd><p>The <code>hsearch_r</code> function is equivalent to <code>hsearch</code>.  The
meaning of the first two arguments is identical.  But instead of
operating on a single global hashing table the function works on the
table described by the object pointed to by <var>htab</var> (which is
initialized by a call to <code>hcreate_r</code>).
</p>
<p>Another difference to <code>hcreate</code> is that the pointer to the found
entry in the table is not the return value of the functions.  It is
returned by storing it in a pointer variables pointed to by the
<var>retval</var> parameter.  The return value of the function is an integer
value indicating success if it is non-zero and failure if it is zero.
In the latter case the global variable <var>errno</var> signals the reason for
the failure.
</p>
<dl compact="compact">
<dt> <code>ENOMEM</code></dt>
<dd><p>The table is filled and <code>hsearch_r</code> was called with an so far
unknown key and <var>action</var> set to <code>ENTER</code>.
</p></dd>
<dt> <code>ESRCH</code></dt>
<dd><p>The <var>action</var> parameter is <code>FIND</code> and no corresponding element
is found in the table.
</p></dd>
</dl>
</dd></dl>


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<a name="The-tsearch-function_002e"></a>
<h2 class="section">9.6 The <code>tsearch</code> function.</h2>

<p>Another common form to organize data for efficient search is to use
trees.  The <code>tsearch</code> function family provides a nice interface to
functions to organize possibly large amounts of data by providing a mean
access time proportional to the logarithm of the number of elements.
The GNU C library implementation even guarantees that this bound is
never exceeded even for input data which cause problems for simple
binary tree implementations.
</p>
<p>The functions described in the chapter are all described in the System
V and X/Open specifications and are therefore quite portable.
</p>
<p>In contrast to the <code>hsearch</code> functions the <code>tsearch</code> functions
can be used with arbitrary data and not only zero-terminated strings.
</p>
<p>The <code>tsearch</code> functions have the advantage that no function to
initialize data structures is necessary.  A simple pointer of type
<code>void *</code> initialized to <code>NULL</code> is a valid tree and can be
extended or searched.  The prototypes for these functions can be found
in the header file &lsquo;<tt>search.h</tt>&rsquo;.
</p>
<dl>
<dt><a name="index-tsearch"></a><u>Function:</u> void * <b>tsearch</b><i> (const void *<var>key</var>, void **<var>rootp</var>, comparison_fn_t <var>compar</var>)</i></dt>
<dd><p>The <code>tsearch</code> function searches in the tree pointed to by
<code>*<var>rootp</var></code> for an element matching <var>key</var>.  The function
pointed to by <var>compar</var> is used to determine whether two elements
match.  See section <a href="#Comparison-Functions">Defining the Comparison Function</a>, for a specification of the functions
which can be used for the <var>compar</var> parameter.
</p>
<p>If the tree does not contain a matching entry the <var>key</var> value will
be added to the tree.  <code>tsearch</code> does not make a copy of the object
pointed to by <var>key</var> (how could it since the size is unknown).
Instead it adds a reference to this object which means the object must
be available as long as the tree data structure is used.
</p>
<p>The tree is represented by a pointer to a pointer since it is sometimes
necessary to change the root node of the tree.  So it must not be
assumed that the variable pointed to by <var>rootp</var> has the same value
after the call.  This also shows that it is not safe to call the
<code>tsearch</code> function more than once at the same time using the same
tree.  It is no problem to run it more than once at a time on different
trees.
</p>
<p>The return value is a pointer to the matching element in the tree.  If a
new element was created the pointer points to the new data (which is in
fact <var>key</var>).  If an entry had to be created and the program ran out
of space <code>NULL</code> is returned.
</p></dd></dl>

<dl>
<dt><a name="index-tfind"></a><u>Function:</u> void * <b>tfind</b><i> (const void *<var>key</var>, void *const *<var>rootp</var>, comparison_fn_t <var>compar</var>)</i></dt>
<dd><p>The <code>tfind</code> function is similar to the <code>tsearch</code> function.  It
locates an element matching the one pointed to by <var>key</var> and returns
a pointer to this element.  But if no matching element is available no
new element is entered (note that the <var>rootp</var> parameter points to a
constant pointer).  Instead the function returns <code>NULL</code>.
</p></dd></dl>

<p>Another advantage of the <code>tsearch</code> function in contrast to the
<code>hsearch</code> functions is that there is an easy way to remove
elements.
</p>
<dl>
<dt><a name="index-tdelete"></a><u>Function:</u> void * <b>tdelete</b><i> (const void *<var>key</var>, void **<var>rootp</var>, comparison_fn_t <var>compar</var>)</i></dt>
<dd><p>To remove a specific element matching <var>key</var> from the tree
<code>tdelete</code> can be used.  It locates the matching element using the
same method as <code>tfind</code>.  The corresponding element is then removed
and a pointer to the parent of the deleted node is returned by the
function.  If there is no matching entry in the tree nothing can be
deleted and the function returns <code>NULL</code>.  If the root of the tree
is deleted <code>tdelete</code> returns some unspecified value not equal to
<code>NULL</code>.
</p></dd></dl>

<dl>
<dt><a name="index-tdestroy"></a><u>Function:</u> void <b>tdestroy</b><i> (void *<var>vroot</var>, __free_fn_t <var>freefct</var>)</i></dt>
<dd><p>If the complete search tree has to be removed one can use
<code>tdestroy</code>.  It frees all resources allocated by the <code>tsearch</code>
function to generate the tree pointed to by <var>vroot</var>.
</p>
<p>For the data in each tree node the function <var>freefct</var> is called.
The pointer to the data is passed as the argument to the function.  If
no such work is necessary <var>freefct</var> must point to a function doing
nothing.  It is called in any case.
</p>
<p>This function is a GNU extension and not covered by the System V or
X/Open specifications.
</p></dd></dl>

<p>In addition to the function to create and destroy the tree data
structure, there is another function which allows you to apply a
function to all elements of the tree.  The function must have this type:
</p>
<table><tr><td>&nbsp;</td><td><pre class="smallexample">void __action_fn_t (const void *nodep, VISIT value, int level);
</pre></td></tr></table>

<p>The <var>nodep</var> is the data value of the current node (once given as the
<var>key</var> argument to <code>tsearch</code>).  <var>level</var> is a numeric value
which corresponds to the depth of the current node in the tree.  The
root node has the depth <em>0</em> and its children have a depth of
<em>1</em> and so on.  The <code>VISIT</code> type is an enumeration type.
</p>
<dl>
<dt><a name="index-VISIT"></a><u>Data Type:</u> <b>VISIT</b></dt>
<dd><p>The <code>VISIT</code> value indicates the status of the current node in the
tree and how the function is called.  The status of a node is either
&lsquo;leaf&rsquo; or &lsquo;internal node&rsquo;.  For each leaf node the function is called
exactly once, for each internal node it is called three times: before
the first child is processed, after the first child is processed and
after both children are processed.  This makes it possible to handle all
three methods of tree traversal (or even a combination of them).
</p>
<dl compact="compact">
<dt> <code>preorder</code></dt>
<dd><p>The current node is an internal node and the function is called before
the first child was processed.
</p></dd>
<dt> <code>postorder</code></dt>
<dd><p>The current node is an internal node and the function is called after
the first child was processed.
</p></dd>
<dt> <code>endorder</code></dt>
<dd><p>The current node is an internal node and the function is called after
the second child was processed.
</p></dd>
<dt> <code>leaf</code></dt>
<dd><p>The current node is a leaf.
</p></dd>
</dl>
</dd></dl>

<dl>
<dt><a name="index-twalk"></a><u>Function:</u> void <b>twalk</b><i> (const void *<var>root</var>, __action_fn_t <var>action</var>)</i></dt>
<dd><p>For each node in the tree with a node pointed to by <var>root</var>, the
<code>twalk</code> function calls the function provided by the parameter
<var>action</var>.  For leaf nodes the function is called exactly once with
<var>value</var> set to <code>leaf</code>.  For internal nodes the function is
called three times, setting the <var>value</var> parameter or <var>action</var> to
the appropriate value.  The <var>level</var> argument for the <var>action</var>
function is computed while descending the tree with increasing the value
by one for the descend to a child, starting with the value <em>0</em> for
the root node.
</p>
<p>Since the functions used for the <var>action</var> parameter to <code>twalk</code>
must not modify the tree data, it is safe to run <code>twalk</code> in more
than one thread at the same time, working on the same tree.  It is also
safe to call <code>tfind</code> in parallel.  Functions which modify the tree
must not be used, otherwise the behavior is undefined.
</p></dd></dl>
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