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-<HTML>
-<HEAD>
-<!-- This HTML file has been created by texi2html 1.54
-     from ./avl.texinfo on 6 October 1999 -->
-
-<TITLE>libavl manual</TITLE>
-
-</HEAD>
-<BODY>
-<H1>libavl</H1>
-<H2>A library for manipulation of balanced binary trees</H2>
-<ADDRESS>Ben Pfaff</ADDRESS>
-<P>
-<P><HR><P>
-<H1>Table of Contents</H1>
-<UL>
-<LI><A NAME="TOC1" HREF="avl.html#SEC1">Introduction to balanced binary trees</A>
-<LI><A NAME="TOC2" HREF="avl.html#SEC2">Introduction to threaded trees</A>
-<LI><A NAME="TOC3" HREF="avl.html#SEC3">Types</A>
-<LI><A NAME="TOC4" HREF="avl.html#SEC4">Functions</A>
-<LI><A NAME="TOC5" HREF="avl.html#SEC5">Tree Creation</A>
-<LI><A NAME="TOC6" HREF="avl.html#SEC6">Insertion and Deletion</A>
-<LI><A NAME="TOC7" HREF="avl.html#SEC7">Searching</A>
-<LI><A NAME="TOC8" HREF="avl.html#SEC8">Iteration</A>
-<LI><A NAME="TOC9" HREF="avl.html#SEC9">Conversion</A>
-<LI><A NAME="TOC10" HREF="avl.html#SEC10">Author</A>
-<LI><A NAME="TOC11" HREF="avl.html#SEC11">Index</A>
-</UL>
-<P><HR><P>
-
-
-<H1><A NAME="SEC1" HREF="avl.html#TOC1">Introduction to balanced binary trees</A></H1>
-
-<P>
-<A NAME="IDX1"></A>
-Consider some techniques that can be used to find a particular item in a
-data set.  Typical methods include sequential searching, digital
-searching, hash tables, and binary searching.
-
-</P>
-<P>
-Sequential searching is simple, but slow (O(n)).  Digital searching
-requires that the entire data set be known in advance, and memory
-efficient implementations are slow.
-
-</P>
-<P>
-Hash tables are fast (O(1)) for static data sets, but they can be
-wasteful of memory.  It can be difficult to choose an effective hash
-function.  Some hash tables variants also make deletion an expensive
-operation.
-
-</P>
-<P>
-<A NAME="IDX2"></A>
-Binary search techniques work almost as quickly (O(log(n)) on an ordered
-table, or on a binary tree.  Binary trees also allow easy iteration over
-the data in the tree in sorted order.  With hash tables it is necessary
-to sort the data before iterating, and after sorting the data is no
-longer in hash form.
-
-</P>
-<P>
-Binary trees are efficient for insertion, deletion, and searching, if
-data are inserted in random order.  But, if data are inserted in order
-using a naive algorithm, binary search degenerates to sequential search.
-
-</P>
-<P>
-<A NAME="IDX3"></A>
-<A NAME="IDX4"></A>
-<A NAME="IDX5"></A>
-In turn, this problem can be solved by <STRONG>rebalancing</STRONG> the tree after
-each insertion or deletion.  In rebalancing, nodes are rearranged via
-transformations called <STRONG>rotations</STRONG> using an algorithm that tends to
-minimize the tree's height.
-
-</P>
-<P>
-There are several schemes for rebalancing binary trees.  The two most
-common types of balanced tree are <STRONG>AVL trees</STRONG> and <STRONG>red-black
-trees</STRONG>.  libavl implements both types:
-
-</P>
-
-<UL>
-<LI>
-
-<A NAME="IDX6"></A>
-<A NAME="IDX7"></A>
-AVL trees, invented by Russian mathematicians G. M. Adel'son-Velskii and
-E. M. Landis, ensure that, for each node, the difference in height
-between its subtrees (the <STRONG>balance factor</STRONG>) is not greater than 1.
-
-<LI>
-
-Red-black trees, invented by R. Bayer and studied at length by
-L. J. Guibas and R. Sedgewick, assign each node of a tree a color (red
-or black), and specify a set of rules governing how red and black nodes
-may be arranged.
-</UL>
-
-<P>
-The table below presents a comparison among unbalanced binary trees, AVL
-trees, and red-black trees.  In the table, <VAR>n</VAR> is the number of
-nodes in the tree and <VAR>h</VAR> is the tree's height before the
-operation.  <STRONG>lg</STRONG> is the base-2 logarithm function.
-
-</P>
-<TABLE>
-
-<TR>Operation
-<BR>
-<TR>
-<TD> Binary Tree
-<TD> AVL Tree
-<TD> Red-Black Tree
-
-<BR>
-<TR>Time per insertion or deletion
-<BR>
-<TR>
-<TD> O(<VAR>h</VAR>)
-<TD> O(lg <VAR>n</VAR>)
-<TD> O(lg <VAR>n</VAR>)
-
-<BR>
-<TR>Time for insertion of <VAR>k</VAR> nodes having sequential values
-<BR>
-<TR>
-<TD> O(<VAR>k</VAR>^2)
-<TD> O(<VAR>n</VAR> lg <VAR>n</VAR>)
-<TD> O(<VAR>n</VAR> lg <VAR>n</VAR>)
-
-<BR>
-<TR>Time for insertion of <VAR>k</VAR> nodes having random values
-<BR>
-<TR>
-<TD> O(<VAR>n</VAR> lg <VAR>n</VAR>)
-<TD> O(<VAR>n</VAR> lg <VAR>n</VAR>)
-<TD> O(<VAR>n</VAR> lg <VAR>n</VAR>)
-
-<BR>
-<TR>Maximum number of rotations per insertion
-<BR>
-<TR>
-<TD> 0
-<TD> 1
-<TD> lg <VAR>n</VAR>
-
-<BR>
-<TR>Maximum number of rotations per deletion
-<BR>
-<TR>
-<TD> 0
-<TD> lg <VAR>n</VAR>
-<TD> lg <VAR>n</VAR>
-
-<BR>
-<TR>Maximum <VAR>h</VAR> as a function of <VAR>n</VAR>
-<BR>
-<TR>
-<TD> <VAR>n</VAR>
-<TD> 1.44 lg (<VAR>n</VAR> + 2) - .328
-<TD> 2 lg (<VAR>n</VAR> + 1)
-
-<BR>
-<TR>Minimum <VAR>n</VAR> as a function of <VAR>h</VAR>
-<BR>
-<TR>
-<TD> <VAR>h</VAR>
-<TD> 2^((<VAR>h</VAR> + .328) / 1.44) - 2
-<TD> 2^(<VAR>h</VAR> / 2) - 1
-</TABLE>
-
-There are alternatives to AVL trees that share some of their properties.
-For instance, skip lists, 2-3 trees, and splay trees all allow O(log(n))
-insertion and deletion.  The main disadvantage of these methods is that
-their operations are not as well documented in the literature.
-
-
-
-<H1><A NAME="SEC2" HREF="avl.html#TOC2">Introduction to threaded trees</A></H1>
-
-<P>
-<STRONG>Threading</STRONG> is a clever method that simplifies binary tree
-traversal.  
-
-</P>
-<P>
-Nodes in a unthreaded binary tree that have zero or one subnodes have
-two or one null subnode pointers, respectively.  In a threaded binary
-tree, a left child pointer that would otherwise be null is used to point
-to the node's inorder<A NAME="DOCF1" HREF="avl.html#FOOT1">(1)</A>
-predecessor, and in a null right child pointer points to its inorder
-successor.
-
-</P>
-<P>
-In a threaded tree, it is always possible to find the next node and the
-previous node of a node, given only a pointer to the node in question.
-In an unthreaded tree, it's also necessary to have a list of the nodes
-between the node in question and root of the tree.
-
-</P>
-<P>
-Advantages of a threaded tree compared to an unthreaded one include:
-
-</P>
-
-<UL>
-<LI>
-
-Faster traversal and less memory usage during traversal, since no stack
-need be maintained.
-
-<LI>
-
-Greater generality, since one can go from a node to its successor or
-predecessor given only the node, simplifying algorithms that require
-moving forward and backward in a tree.
-</UL>
-
-<P>
-Some disadvantages of threaded trees are:
-
-</P>
-
-<UL>
-<LI>
-
-Slower insertion and deletion, since threads need to be maintained.  In
-somes cases, this can be alleviated by constructing the tree as an
-unthreaded tree, then threading it with a special libavl function.
-
-<LI>
-
-In theory, threaded trees need two extra bits per node to indicate
-whether each child pointer points to an ordinary node or the node's
-successor/predecessor node.  In libavl, however, these bits are stored
-in a byte that is used for structure alignment padding in unthreaded
-binary trees, so no extra storage is used.
-</UL>
-
-<P>
-A <STRONG>right-threaded binary tree</STRONG> is similar to a threaded binary tree,
-but threads are only maintained on the right side of each node.  This
-allows for traversal to the right (toward larger values) but not to the
-left (toward smaller values).  Right-threaded trees are convenient when
-the properties of a threaded tree are desirable, but traversal in
-reverse sort order is not necessary.  Not threading the left links saves
-time in insertions and deletions.
-
-</P>
-<P>
-Left-threaded binary trees also exist, but they are not implemented by
-libavl.  The same effect can be obtained by sorting the tree in the
-opposite order.
-
-</P>
-
-
-<H1><A NAME="SEC3" HREF="avl.html#TOC3">Types</A></H1>
-
-<P>
-The following types are defined and used by libavl:
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_tree</B>
-<DD><A NAME="IDX8"></A>
-<DT><U>Data Type:</U> <B>avlt_tree</B>
-<DD><A NAME="IDX9"></A>
-<DT><U>Data Type:</U> <B>avltr_tree</B>
-<DD><A NAME="IDX10"></A>
-<DT><U>Data Type:</U> <B>rb_tree</B>
-<DD><A NAME="IDX11"></A>
-These are the data types used to represent a tree.  Although they are
-defined in the libavl header files, it should never be necessary to
-access them directly.  Instead, all accesses should take place through
-libavl functions.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_node</B>
-<DD><A NAME="IDX12"></A>
-<DT><U>Data Type:</U> <B>avlt_node</B>
-<DD><A NAME="IDX13"></A>
-<DT><U>Data Type:</U> <B>avltr_node</B>
-<DD><A NAME="IDX14"></A>
-<DT><U>Data Type:</U> <B>rb_node</B>
-<DD><A NAME="IDX15"></A>
-These are the data types used to represent individual nodes in a tree.
-Similar cautions apply as with <CODE>avl_tree</CODE> structures.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_traverser</B>
-<DD><A NAME="IDX16"></A>
-<DT><U>Data Type:</U> <B>avlt_traverser</B>
-<DD><A NAME="IDX17"></A>
-<DT><U>Data Type:</U> <B>avltr_traverser</B>
-<DD><A NAME="IDX18"></A>
-<DT><U>Data Type:</U> <B>rb_traverser</B>
-<DD><A NAME="IDX19"></A>
-These are the data types used by the <CODE>avl_traverse</CODE> family of
-functions to iterate across the tree.  Again, these are opaque
-structures.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_comparison_func</B>
-<DD><A NAME="IDX20"></A>
-Every tree must have an ordering defined by a function of this type.  It
-must have the following signature:
-
-</P>
-
-<PRE>
-int <VAR>compare</VAR> (const void *<VAR>a</VAR>, const void *<VAR>b</VAR>, void *<VAR>param</VAR>)
-</PRE>
-
-<P>
-The return value is expected to be like that returned by <CODE>strcmp</CODE>
-in the standard C library: negative if <VAR>a</VAR> &#60; <VAR>b</VAR>, zero if
-<VAR>a</VAR> = <VAR>b</VAR>, positive if <VAR>a</VAR> &#62; <VAR>b</VAR>.  <VAR>param</VAR> is an
-arbitrary value defined by the user when the tree was created.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_node_func</B>
-<DD><A NAME="IDX21"></A>
-This is a class of function called to perform an operation on a data
-item.  Functions of this type have the following signature:
-
-</P>
-
-<PRE>
-void <VAR>operate</VAR> (void *<VAR>data</VAR>, void *<VAR>param</VAR>)
-</PRE>
-
-<P>
-<VAR>data</VAR> is the data item and <VAR>param</VAR> is an arbitrary user-defined
-value set when the tree was created.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Data Type:</U> <B>avl_copy_func</B>
-<DD><A NAME="IDX22"></A>
-
-</P>
-<P>
-This is a class of function called to make a new copy of a node's data.
-Functions of this type have the following signature:
-
-</P>
-
-<PRE>
-void *<VAR>copy</VAR> (void *<VAR>data</VAR>, void *<VAR>param</VAR>)
-</PRE>
-
-<P>
-The function should return a new copy of <VAR>data</VAR>.  <VAR>param</VAR> is an
-arbitrary user-defined value set when the tree was created.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Macro:</U> <B>AVL_MAX_HEIGHT</B>
-<DD><A NAME="IDX23"></A>
-This macro defines the maximum height of an AVL tree that can be handled
-by functions that maintain a stack of nodes descended.  The default
-value is 32, which allows for AVL trees with a maximum number of nodes
-between 5,704,880 and 4,294,967,295, depending on order of insertion.
-This macro may be defined by the user before including any AVL tree
-header file, in which case libavl will honor that value.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Macro:</U> <B>RB_MAX_HEIGHT</B>
-<DD><A NAME="IDX24"></A>
-This macro defines the maximum height of an AVL tree that can be handled
-by functions that maintain a stack of nodes descended.  The default
-value is 32, which allows for red-black trees with a maximum number of
-nodes of at least 65535.  This macro may be defined by the user before
-including the red-black tree header file, in which case libavl will
-honor that value.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC4" HREF="avl.html#TOC4">Functions</A></H1>
-
-<P>
-<A NAME="IDX25"></A>
-<A NAME="IDX26"></A>
-<A NAME="IDX27"></A>
-libavl is four libraries in one:
-
-</P>
-
-<UL>
-<LI>
-
-An unthreaded AVL tree library.
-
-<LI>
-
-A threaded AVL tree library.
-
-<LI>
-
-A right-threaded AVL tree library.
-
-<LI>
-
-A red-black tree library.
-</UL>
-
-<P>
-Identifiers in these libraries are prefixed by <CODE>avl_</CODE>,
-<CODE>avlt_</CODE>, <CODE>avltr_</CODE>, and <CODE>rb_</CODE>, with corresponding header
-files <TT>`avl.h'</TT>, <TT>`avlt.h'</TT>, <TT>`avltr.h'</TT>, and <TT>`rb.h'</TT>,
-respectively.  The functions that they declare are defined in the
-<TT>`.c'</TT> files with the same names.
-
-</P>
-<P>
-Most tree functions are implemented in all three libraries, but
-threading allows more generality of operation.  So, the threaded and
-right-threaded libraries offer a few additional functions for finding
-the next or previous node from a given node.  In addition, they offer
-functions for converting trees from threaded or right-threaded
-representations to unthreaded, and vice versa.<A NAME="DOCF2" HREF="avl.html#FOOT2">(2)</A>
-
-</P>
-
-
-<H1><A NAME="SEC5" HREF="avl.html#TOC5">Tree Creation</A></H1>
-
-<P>
-These functions deal with creation and destruction of AVL trees.
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> avl_tree * <B>avl_create</B> <I>(avl_comparison_func <VAR>compare</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX28"></A>
-<DT><U>Function:</U> avlt_tree * <B>avlt_create</B> <I>(avlt_comparison_func <VAR>compare</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX29"></A>
-<DT><U>Function:</U> avltr_tree * <B>avltr_create</B> <I>(avltr_comparison_func <VAR>compare</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX30"></A>
-<DT><U>Function:</U> rb_tree * <B>rb_create</B> <I>(avl_comparison_func <VAR>compare</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX31"></A>
-Create a new, empty tree with comparison function <VAR>compare</VAR>.
-Arbitrary user data <VAR>param</VAR> is saved so that it can be passed to
-user callback functions.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void <B>avl_destroy</B> <I>(avl_tree *<VAR>tree</VAR>, avl_node_func <VAR>free</VAR>)</I>
-<DD><A NAME="IDX32"></A>
-<DT><U>Function:</U> void <B>avlt_destroy</B> <I>(avlt_tree *<VAR>tree</VAR>, avl_node_func <VAR>free</VAR>)</I>
-<DD><A NAME="IDX33"></A>
-<DT><U>Function:</U> void <B>avltr_destroy</B> <I>(avltr_tree *<VAR>tree</VAR>, avl_node_func <VAR>free</VAR>)</I>
-<DD><A NAME="IDX34"></A>
-<DT><U>Function:</U> void <B>rb_destroy</B> <I>(rb_tree *<VAR>tree</VAR>, avl_node_func <VAR>free</VAR>)</I>
-<DD><A NAME="IDX35"></A>
-Destroys <VAR>tree</VAR>, releasing all of its storage.  If <VAR>free</VAR> is
-non-null, then it is called for every node in postorder before that node
-is freed.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void <B>avl_free</B> <I>(avl_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX36"></A>
-<DT><U>Function:</U> void <B>avlt_free</B> <I>(avlt_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX37"></A>
-<DT><U>Function:</U> void <B>avltr_free</B> <I>(avltr_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX38"></A>
-<DT><U>Function:</U> void <B>rb_free</B> <I>(rb_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX39"></A>
-Destroys <VAR>tree</VAR>, releasing all of its storage.  The data in each
-node is freed with a call to the standard C library function
-<CODE>free</CODE>.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> avl_tree * <B>avl_copy</B> <I>(const avl_tree *<VAR>tree</VAR>, avl_copy_func <VAR>copy</VAR>)</I>
-<DD><A NAME="IDX40"></A>
-<DT><U>Function:</U> avlt_tree * <B>avl_copy</B> <I>(const avlt_tree *<VAR>tree</VAR>, avl_copy_func <VAR>copy</VAR>)</I>
-<DD><A NAME="IDX41"></A>
-<DT><U>Function:</U> avltr_tree * <B>avl_copy</B> <I>(const avltr_tree *<VAR>tree</VAR>, avl_copy_func <VAR>copy</VAR>)</I>
-<DD><A NAME="IDX42"></A>
-<DT><U>Function:</U> rb_tree * <B>rb_copy</B> <I>(const rb_tree *<VAR>tree</VAR>, avl_copy_func <VAR>copy</VAR>)</I>
-<DD><A NAME="IDX43"></A>
-Copies the contents of <VAR>tree</VAR> into a new tree, and returns the new
-tree.  If <VAR>copy</VAR> is non-null, then it is called to make a new copy
-of each node's data; otherwise, the node data is copied verbatim into
-the new tree.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> int <B>avl_count</B> <I>(const avl_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX44"></A>
-<DT><U>Function:</U> int <B>avlt_count</B> <I>(const avlt_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX45"></A>
-<DT><U>Function:</U> int <B>avltr_count</B> <I>(const avltr_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX46"></A>
-<DT><U>Function:</U> int <B>rb_count</B> <I>(const rb_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX47"></A>
-Returns the number of nodes in <VAR>tree</VAR>.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>xmalloc</B> <I>(size_t <VAR>size</VAR>)</I>
-<DD><A NAME="IDX48"></A>
-This is not a function defined by libavl.  Instead, it is a function
-that the user program can define.  It must allocate <VAR>size</VAR> bytes
-using <CODE>malloc</CODE> and return it.  It can handle out-of-memory errors
-however it chooses, but it may not ever return a null pointer.
-
-</P>
-<P>
-If there is an <CODE>xmalloc</CODE> function defined for use by libavl, the
-source files (<TT>`avl.c'</TT>, <TT>`avlt.c'</TT>, <TT>`avltr.c'</TT>, <TT>`rb.c'</TT>)
-must be compiled with <CODE>HAVE_XMALLOC</CODE> defined.  Otherwise, the
-library will use its internal static <CODE>xmalloc</CODE>, which handles
-out-of-memory errors by printing a message <SAMP>`virtual memory
-exhausted'</SAMP> to stderr and terminating the program with exit code
-<CODE>EXIT_FAILURE</CODE>.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC6" HREF="avl.html#TOC6">Insertion and Deletion</A></H1>
-
-<P>
-These function insert nodes, delete nodes, and search for nodes in
-trees.
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void ** <B>avl_probe</B> <I>(avl_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX49"></A>
-<DT><U>Function:</U> void ** <B>avlt_probe</B> <I>(avlt_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX50"></A>
-<DT><U>Function:</U> void ** <B>avltr_probe</B> <I>(avltr_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX51"></A>
-<DT><U>Function:</U> void ** <B>rb_probe</B> <I>(rb_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX52"></A>
-These are the workhorse functions for tree insertion.  They search
-<VAR>tree</VAR> for a node with data matching <VAR>data</VAR>.  If found, a
-pointer to the matching data is returned.  Otherwise, a new node is
-created for <VAR>data</VAR>, and a pointer to that data is returned.  In
-either case, the pointer returned can be changed by the user, but the
-key data used by the tree's comparison must not be changed<A NAME="DOCF3" HREF="avl.html#FOOT3">(3)</A>.
-
-</P>
-<P>
-It is usually easier to use one of the <CODE>avl_insert</CODE> or
-<CODE>avl_replace</CODE> functions instead of <CODE>avl_probe</CODE> directly.
-
-</P>
-<P>
-<STRONG>Please note:</STRONG> It's not a particularly good idea to insert a null
-pointer as a data item into a tree, because several libavl functions
-return a null pointer to indicate failure.  You can sometimes avoid a
-problem by using functions that return a pointer to a pointer instead of
-a plain pointer.  Also be wary of this when casting an arithmetic type
-to a void pointer for insertion--on typical architectures, 0's become
-null pointers when this is done.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_insert</B> <I>(avl_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX53"></A>
-<DT><U>Function:</U> void * <B>avlt_insert</B> <I>(avlt_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX54"></A>
-<DT><U>Function:</U> void * <B>avltr_insert</B> <I>(avltr_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX55"></A>
-<DT><U>Function:</U> void * <B>rb_insert</B> <I>(rb_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX56"></A>
-If a node with data matching <VAR>data</VAR> exists in <VAR>tree</VAR>, returns
-the matching data item.  Otherwise, inserts <VAR>data</VAR> into <VAR>tree</VAR>
-and returns a null pointer.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void <B>avl_force_insert</B> <I>(avl_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX57"></A>
-<DT><U>Function:</U> void <B>avlt_force_insert</B> <I>(avlt_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX58"></A>
-<DT><U>Function:</U> void <B>avltr_force_insert</B> <I>(avltr_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX59"></A>
-<DT><U>Function:</U> void <B>rb_force_insert</B> <I>(rb_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX60"></A>
-Inserts <VAR>data</VAR> into <VAR>tree</VAR>.  If a node with data matching
-<VAR>data</VAR> exists in <VAR>tree</VAR>, aborts the program with an assertion
-violation.  This function is implemented as a macro; if it is used, the
-standard C header <CODE>assert.h</CODE> must also be included.  If macro
-<CODE>NDEBUG</CODE> is defined when a libavl header is included, these
-functions are short-circuited to a direct call to <CODE>avl_insert</CODE>,
-and no check is performed.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_replace</B> <I>(avl_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX61"></A>
-<DT><U>Function:</U> void * <B>avlt_replace</B> <I>(avlt_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX62"></A>
-<DT><U>Function:</U> void * <B>avltr_replace</B> <I>(avltr_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX63"></A>
-<DT><U>Function:</U> void * <B>rb_replace</B> <I>(rb_tree *<VAR>tree</VAR>, void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX64"></A>
-If a node with data matching <VAR>data</VAR>, such that the comparison
-function returns 0, exists in <VAR>tree</VAR>, replaces the node's data with
-<VAR>data</VAR> and returns the node's former contents.  Otherwise, inserts
-<VAR>data</VAR> into <VAR>tree</VAR> and returns a null pointer.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_delete</B> <I>(avl_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX65"></A>
-<DT><U>Function:</U> void * <B>avlt_delete</B> <I>(avlt_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX66"></A>
-<DT><U>Function:</U> void * <B>avltr_delete</B> <I>(avltr_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX67"></A>
-<DT><U>Function:</U> void * <B>rb_delete</B> <I>(rb_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX68"></A>
-Searches <VAR>tree</VAR> for a node with data matching <VAR>data</VAR>.  If found,
-the node is deleted and its data is returned.  Otherwise, returns a null
-pointer.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_force_delete</B> <I>(avl_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX69"></A>
-<DT><U>Function:</U> void * <B>avlt_force_delete</B> <I>(avlt_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX70"></A>
-<DT><U>Function:</U> void * <B>avltr_force_delete</B> <I>(avltr_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX71"></A>
-<DT><U>Function:</U> void * <B>rb_force_delete</B> <I>(rb_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX72"></A>
-Deletes a node with data matching <VAR>data</VAR> from <VAR>tree</VAR>.  If no
-matching node is found, aborts the program with an assertion violation.
-If macro <CODE>NDEBUG</CODE> is declared when a libavl header is included,
-these functions are short-circuited to a direct call to
-<CODE>avl_delete</CODE>, and no check is performed.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC7" HREF="avl.html#TOC7">Searching</A></H1>
-
-<P>
-These function search a tree for an item without making an insertion or
-a deletion.
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_find</B> <I>(avl_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX73"></A>
-<DT><U>Function:</U> void ** <B>avlt_find</B> <I>(avlt_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX74"></A>
-<DT><U>Function:</U> void ** <B>avltr_find</B> <I>(avltr_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX75"></A>
-<DT><U>Function:</U> void * <B>rb_find</B> <I>(rb_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX76"></A>
-Searches <VAR>tree</VAR> for a node with data matching <VAR>data</VAR>, If found,
-returns the node's data (for threaded and right-threaded trees, a
-pointer to the node's data).  Otherwise, returns a null pointer.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_find_close</B> <I>(avl_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX77"></A>
-<DT><U>Function:</U> void ** <B>avlt_find_close</B> <I>(avlt_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX78"></A>
-<DT><U>Function:</U> void ** <B>avltr_find_close</B> <I>(avltr_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX79"></A>
-<DT><U>Function:</U> void * <B>rb_find_close</B> <I>(rb_tree *<VAR>tree</VAR>, const void *<VAR>data</VAR>)</I>
-<DD><A NAME="IDX80"></A>
-Searches <VAR>tree</VAR> for a node with data matching <VAR>data</VAR>.  If found,
-returns the node's data (for threaded and right-threaded trees, a
-pointer to the node's data).  If no matching item is found, then it
-finds a node whose data is "close" to <VAR>data</VAR>; either the node
-closest in value to <VAR>data</VAR>, or the node either before or after the
-node with the closest value.  Returns a null pointer if the tree does
-not contain any nodes.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC8" HREF="avl.html#TOC8">Iteration</A></H1>
-
-<P>
-These functions allow the caller to iterate across the items in a tree.
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void <B>avl_walk</B> <I>(const avl_tree *<VAR>tree</VAR>, avl_node_func <VAR>operate</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX81"></A>
-<DT><U>Function:</U> void <B>avlt_walk</B> <I>(const avlt_tree *<VAR>tree</VAR>, avl_node_func <VAR>operate</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX82"></A>
-<DT><U>Function:</U> void <B>avltr_walk</B> <I>(const avltr_tree *<VAR>tree</VAR>, avl_node_func <VAR>operate</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX83"></A>
-<DT><U>Function:</U> void <B>rb_walk</B> <I>(const rb_tree *<VAR>tree</VAR>, avl_node_func <VAR>operate</VAR>, void *<VAR>param</VAR>)</I>
-<DD><A NAME="IDX84"></A>
-Walks through all the nodes in <VAR>tree</VAR>, and calls function
-<VAR>operate</VAR> for each node in inorder.  <VAR>param</VAR> overrides the value
-passed to <CODE>avl_create</CODE> (and family) for this operation only.
-<VAR>operate</VAR> must not change the key data in the nodes in a way that
-would reorder the data values or cause two values to become equal.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_traverse</B> <I>(const avl_tree *<VAR>tree</VAR>, avl_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX85"></A>
-<DT><U>Function:</U> void * <B>avlt_traverse</B> <I>(const avlt_tree *<VAR>tree</VAR>, avlt_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX86"></A>
-<DT><U>Function:</U> void * <B>avltr_traverse</B> <I>(const avltr_tree *<VAR>tree</VAR>, avltr_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX87"></A>
-<DT><U>Function:</U> void * <B>rb_traverse</B> <I>(const rb_tree *<VAR>tree</VAR>, rb_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX88"></A>
-Returns each of <VAR>tree</VAR>'s nodes' data values in sequence, then a null
-pointer to indicate the last item.  <VAR>trav</VAR> must be initialized
-before the first call, either in a declaration like that below, or using
-one of the functions below.
-
-</P>
-
-<PRE>
-avl_traverser trav = AVL_TRAVERSER_INIT;
-</PRE>
-
-<P>
-Each <CODE>avl_traverser</CODE> (and family) is a separate, independent
-iterator.
-
-</P>
-<P>
-For threaded and right-threaded trees, <CODE>avlt_next</CODE> or
-<CODE>avltr_next</CODE>, respectively, are faster and more memory-efficient
-than <CODE>avlt_traverse</CODE> or <CODE>avltr_traverse</CODE>.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void * <B>avl_init_traverser</B> <I>(avl_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX89"></A>
-<DT><U>Function:</U> void * <B>avlt_init_traverser</B> <I>(avlt_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX90"></A>
-<DT><U>Function:</U> void * <B>avltr_init_traverser</B> <I>(avltr_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX91"></A>
-<DT><U>Function:</U> void * <B>rb_init_traverser</B> <I>(rb_traverser *<VAR>trav</VAR>)</I>
-<DD><A NAME="IDX92"></A>
-Initializes the specified tree traverser structure.  After this function
-is called, the next call to the corresponding <CODE>*_traverse</CODE> function
-will return the smallest value in the appropriate tree.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void ** <B>avlt_next</B> <I>(const avlt_tree *<VAR>tree</VAR>, void **<VAR>data</VAR>)</I>
-<DD><A NAME="IDX93"></A>
-<DT><U>Function:</U> void ** <B>avltr_next</B> <I>(const avltr_tree *<VAR>tree</VAR>, void **<VAR>data</VAR>)</I>
-<DD><A NAME="IDX94"></A>
-<VAR>data</VAR> must be a null pointer or a pointer to a data item in AVL
-tree <VAR>tree</VAR>.  Returns a pointer to the next data item after
-<VAR>data</VAR> in <VAR>tree</VAR> in inorder (this is the first item if
-<VAR>data</VAR> is a null pointer), or a null pointer if <VAR>data</VAR> was the
-last item in <VAR>tree</VAR>.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> void ** <B>avltr_prev</B> <I>(const avltr_tree *<VAR>tree</VAR>, void **<VAR>data</VAR>)</I>
-<DD><A NAME="IDX95"></A>
-<VAR>data</VAR> must be a null pointer or a pointer to a data item in AVL
-tree <VAR>tree</VAR>.  Returns a pointer to the previous data item before
-<VAR>data</VAR> in <VAR>tree</VAR> in inorder (this is the last, or greatest
-valued, item if <VAR>data</VAR> is a null pointer), or a null pointer if
-<VAR>data</VAR> was the first item in <VAR>tree</VAR>.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC9" HREF="avl.html#TOC9">Conversion</A></H1>
-
-<P>
-<DL>
-<DT><U>Function:</U> avlt_tree * <B>avlt_thread</B> <I>(avl_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX96"></A>
-<DT><U>Function:</U> avltr_tree * <B>avltr_thread</B> <I>(avl_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX97"></A>
-Adds symmetric threads or right threads, respectively, to unthreaded AVL
-tree <VAR>tree</VAR> and returns a pointer to <VAR>tree</VAR> cast to the
-appropriate type.  After one of these functions is called, threaded or
-right-threaded functions, as appropriate, must be used with <VAR>tree</VAR>;
-unthreaded functions may not be used.
-</DL>
-
-</P>
-<P>
-<DL>
-<DT><U>Function:</U> avl_tree * <B>avlt_unthread</B> <I>(avlt_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX98"></A>
-<DT><U>Function:</U> avl_tree * <B>avltr_unthread</B> <I>(avltr_tree *<VAR>tree</VAR>)</I>
-<DD><A NAME="IDX99"></A>
-Cuts all threads in threaded or right-threaded, respectively, AVL tree
-<VAR>tree</VAR> and returns a pointer to <VAR>tree</VAR> cast to <CODE>avl_tree
-*</CODE>.  After one of these functions is called, unthreaded functions must
-be used with <VAR>tree</VAR>; threaded or right-threaded functions may not be
-used.
-</DL>
-
-</P>
-
-
-<H1><A NAME="SEC10" HREF="avl.html#TOC10">Author</A></H1>
-
-<P>
-<A NAME="IDX100"></A>
-<A NAME="IDX101"></A>
-<A NAME="IDX102"></A>
-<A NAME="IDX103"></A>
-libavl was written by Ben Pfaff <A HREF="mailto:blp@gnu.org"><TT>blp@gnu.org</TT></A>.
-
-</P>
-<P>
-libavl's generic tree algorithms and AVL algorithms are based on those
-found in Donald Knuth's venerable <CITE>Art of Computer Programming</CITE>
-series from Addison-Wesley, primarily Volumes 1 and 3.  libavl's
-red-black tree algorithms are based on those found in Cormen et al.,
-<CITE>Introduction to Algorithms</CITE>, 2nd ed., from MIT Press.
-
-</P>
-
-
-<H1><A NAME="SEC11" HREF="avl.html#TOC11">Index</A></H1>
-
-<P>
-<H2>a</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX7">Adel'son-Velskii, G. M.</A>
-<LI><A HREF="avl.html#IDX103"><CITE>Art of Computer Programming</CITE></A>
-<LI><A HREF="avl.html#IDX101">author</A>
-<LI><A HREF="avl.html#IDX4">AVL tree</A>
-<LI><A HREF="avl.html#IDX20">avl_comparison_func</A>
-<LI><A HREF="avl.html#IDX40">avl_copy</A>, <A HREF="avl.html#IDX41">avl_copy</A>, <A HREF="avl.html#IDX42">avl_copy</A>
-<LI><A HREF="avl.html#IDX22">avl_copy_func</A>
-<LI><A HREF="avl.html#IDX44">avl_count</A>
-<LI><A HREF="avl.html#IDX28">avl_create</A>
-<LI><A HREF="avl.html#IDX65">avl_delete</A>
-<LI><A HREF="avl.html#IDX32">avl_destroy</A>
-<LI><A HREF="avl.html#IDX73">avl_find</A>
-<LI><A HREF="avl.html#IDX77">avl_find_close</A>
-<LI><A HREF="avl.html#IDX69">avl_force_delete</A>
-<LI><A HREF="avl.html#IDX57">avl_force_insert</A>
-<LI><A HREF="avl.html#IDX36">avl_free</A>
-<LI><A HREF="avl.html#IDX89">avl_init_traverser</A>
-<LI><A HREF="avl.html#IDX53">avl_insert</A>
-<LI><A HREF="avl.html#IDX23">AVL_MAX_HEIGHT</A>
-<LI><A HREF="avl.html#IDX12">avl_node</A>
-<LI><A HREF="avl.html#IDX21">avl_node_func</A>
-<LI><A HREF="avl.html#IDX49">avl_probe</A>
-<LI><A HREF="avl.html#IDX61">avl_replace</A>
-<LI><A HREF="avl.html#IDX85">avl_traverse</A>
-<LI><A HREF="avl.html#IDX16">avl_traverser</A>
-<LI><A HREF="avl.html#IDX8">avl_tree</A>
-<LI><A HREF="avl.html#IDX81">avl_walk</A>
-<LI><A HREF="avl.html#IDX45">avlt_count</A>
-<LI><A HREF="avl.html#IDX29">avlt_create</A>
-<LI><A HREF="avl.html#IDX66">avlt_delete</A>
-<LI><A HREF="avl.html#IDX33">avlt_destroy</A>
-<LI><A HREF="avl.html#IDX74">avlt_find</A>
-<LI><A HREF="avl.html#IDX78">avlt_find_close</A>
-<LI><A HREF="avl.html#IDX70">avlt_force_delete</A>
-<LI><A HREF="avl.html#IDX58">avlt_force_insert</A>
-<LI><A HREF="avl.html#IDX37">avlt_free</A>
-<LI><A HREF="avl.html#IDX90">avlt_init_traverser</A>
-<LI><A HREF="avl.html#IDX54">avlt_insert</A>
-<LI><A HREF="avl.html#IDX93">avlt_next</A>
-<LI><A HREF="avl.html#IDX13">avlt_node</A>
-<LI><A HREF="avl.html#IDX50">avlt_probe</A>
-<LI><A HREF="avl.html#IDX62">avlt_replace</A>
-<LI><A HREF="avl.html#IDX96">avlt_thread</A>
-<LI><A HREF="avl.html#IDX86">avlt_traverse</A>
-<LI><A HREF="avl.html#IDX17">avlt_traverser</A>
-<LI><A HREF="avl.html#IDX9">avlt_tree</A>
-<LI><A HREF="avl.html#IDX98">avlt_unthread</A>
-<LI><A HREF="avl.html#IDX82">avlt_walk</A>
-<LI><A HREF="avl.html#IDX46">avltr_count</A>
-<LI><A HREF="avl.html#IDX30">avltr_create</A>
-<LI><A HREF="avl.html#IDX67">avltr_delete</A>
-<LI><A HREF="avl.html#IDX34">avltr_destroy</A>
-<LI><A HREF="avl.html#IDX75">avltr_find</A>
-<LI><A HREF="avl.html#IDX79">avltr_find_close</A>
-<LI><A HREF="avl.html#IDX71">avltr_force_delete</A>
-<LI><A HREF="avl.html#IDX59">avltr_force_insert</A>
-<LI><A HREF="avl.html#IDX38">avltr_free</A>
-<LI><A HREF="avl.html#IDX91">avltr_init_traverser</A>
-<LI><A HREF="avl.html#IDX55">avltr_insert</A>
-<LI><A HREF="avl.html#IDX94">avltr_next</A>
-<LI><A HREF="avl.html#IDX14">avltr_node</A>
-<LI><A HREF="avl.html#IDX95">avltr_prev</A>
-<LI><A HREF="avl.html#IDX51">avltr_probe</A>
-<LI><A HREF="avl.html#IDX63">avltr_replace</A>
-<LI><A HREF="avl.html#IDX97">avltr_thread</A>
-<LI><A HREF="avl.html#IDX87">avltr_traverse</A>
-<LI><A HREF="avl.html#IDX18">avltr_traverser</A>
-<LI><A HREF="avl.html#IDX10">avltr_tree</A>
-<LI><A HREF="avl.html#IDX99">avltr_unthread</A>
-<LI><A HREF="avl.html#IDX83">avltr_walk</A>
-</DIR>
-<H2>b</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX2">binary tree</A>
-</DIR>
-<H2>h</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX1">hash table</A>
-</DIR>
-<H2>k</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX102">Knuth, Donald Ervin</A>
-</DIR>
-<H2>l</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX6">Landis, E. M.</A>
-</DIR>
-<H2>p</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX100">Pfaff, Benjamin Levy</A>
-</DIR>
-<H2>r</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX43">rb_copy</A>
-<LI><A HREF="avl.html#IDX47">rb_count</A>
-<LI><A HREF="avl.html#IDX31">rb_create</A>
-<LI><A HREF="avl.html#IDX68">rb_delete</A>
-<LI><A HREF="avl.html#IDX35">rb_destroy</A>
-<LI><A HREF="avl.html#IDX76">rb_find</A>
-<LI><A HREF="avl.html#IDX80">rb_find_close</A>
-<LI><A HREF="avl.html#IDX72">rb_force_delete</A>
-<LI><A HREF="avl.html#IDX60">rb_force_insert</A>
-<LI><A HREF="avl.html#IDX39">rb_free</A>
-<LI><A HREF="avl.html#IDX92">rb_init_traverser</A>
-<LI><A HREF="avl.html#IDX56">rb_insert</A>
-<LI><A HREF="avl.html#IDX24">RB_MAX_HEIGHT</A>
-<LI><A HREF="avl.html#IDX15">rb_node</A>
-<LI><A HREF="avl.html#IDX52">rb_probe</A>
-<LI><A HREF="avl.html#IDX64">rb_replace</A>
-<LI><A HREF="avl.html#IDX88">rb_traverse</A>
-<LI><A HREF="avl.html#IDX19">rb_traverser</A>
-<LI><A HREF="avl.html#IDX11">rb_tree</A>
-<LI><A HREF="avl.html#IDX84">rb_walk</A>
-<LI><A HREF="avl.html#IDX5">rebalancing</A>
-<LI><A HREF="avl.html#IDX3">red-black tree</A>
-<LI><A HREF="avl.html#IDX27">right threads</A>
-</DIR>
-<H2>t</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX26">threads</A>
-</DIR>
-<H2>u</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX25">unthreaded</A>
-</DIR>
-<H2>x</H2>
-<DIR>
-<LI><A HREF="avl.html#IDX48">xmalloc</A>
-</DIR>
-
-</P>
-<P><HR><P>
-<H1>Footnotes</H1>
-<H3><A NAME="FOOT1" HREF="avl.html#DOCF1">(1)</A></H3>
-<P>In tree traversal, <STRONG>inorder</STRONG> refers
-to visiting the nodes in their sorted order from smallest to largest.
-<H3><A NAME="FOOT2" HREF="avl.html#DOCF2">(2)</A></H3>
-<P>In general, you
-should build the sort of tree that you need to use, but occasionally it
-is useful to convert between tree types.
-<H3><A NAME="FOOT3" HREF="avl.html#DOCF3">(3)</A></H3>
-<P>It
-can be changed if this would not change the ordering of the nodes in the
-tree; i.e., if this would not cause the data in the node to be less than
-or equal to the previous node's data or greater than or equal to the
-next node's data.
-<P><HR><P>
-This document was generated on 6 October 1999 using the
-<A HREF="http://wwwcn.cern.ch/dci/texi2html/">texi2html</A>
-translator version 1.51a.</P>
-</BODY>
-</HTML>