kea/src/lib/datasrc/rbtree.h

// Copyright (C) 2010  Internet Systems Consortium, Inc. ("ISC")
//
// Permission to use, copy, modify, and/or distribute this software for any
// purpose with or without fee is hereby granted, provided that the above
// copyright notice and this permission notice appear in all copies.
//
// THE SOFTWARE IS PROVIDED "AS IS" AND ISC DISCLAIMS ALL WARRANTIES WITH
// REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
// AND FITNESS.  IN NO EVENT SHALL ISC BE LIABLE FOR ANY SPECIAL, DIRECT,
// INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
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// PERFORMANCE OF THIS SOFTWARE.

#ifndef _RBTREE_H
#define _RBTREE_H 1

//! \file datasrc/rbtree.h
///
/// \note The purpose of the RBTree is to provide a generic map with
///     domain names as the key that can be used by various BIND 10 modules or
///     even by other applications.  However, because of some unresolved design
///     issue, the design and interface are not fixed, and RBTree isn't ready
///     to be used as a base data structure by other modules.

#include <dns/name.h>
#include <boost/utility.hpp>
#include <boost/shared_ptr.hpp>
#include <exceptions/exceptions.h>
#include <ostream>
#include <algorithm>
#include <cassert>

namespace isc {
namespace datasrc {

namespace helper {

/// \brief Helper function to remove the base domain from super domain.
///
/// The precondition of this function is the super_name contains the
/// sub_name so
/// \code Name a("a.b.c");
/// Name b("b.c");
/// Name c = a - b;
/// \endcode
/// c will contain "a".
///
/// \note Functions in this namespace is not intended to be used outside of
///     RBTree implementation.
inline isc::dns::Name
operator-(const isc::dns::Name& super_name, const isc::dns::Name& sub_name) {
    return (super_name.split(0, super_name.getLabelCount() -
                             sub_name.getLabelCount()));
}
}

/// \brief Invalid RBTreeNodeChain exception
///
/// Normally, RBTreeNodeChain is initialized and manipuate by RBTRee,
/// this is thrown when using one RBTreeNodeChain which is created by default
/// constructor but not initialized by RBTree through find function
struct InvalidNodeChain : public isc::Exception {
    InvalidNodeChain(const char* file, size_t line, const char* what) :
        Exception(file, line, what){}
};

/// \brief Too long RBTreeNodeChain exception
///
/// RBTreeNodeChain has length limitation as 128, this exception is thrown
/// when RBTreeNodeChain is longer than that limitation which is caused by
/// too deep RBTree.
struct TooLongNodeChain : public isc::Exception {
    TooLongNodeChain(const char *file, size_t line, const char *what) :
        Exception(file, line, what){}
};

/// Forward declare RBTree class here is convinent for following friend
/// class declare inside RBNode and RBTreeNodeChain
template <typename T>
class RBTree;

/// \brief \c RBNode is used by RBTree to store any data related to one domain
///     name.
///
/// This is meant to be used only from RBTree. It is meaningless to inherit it
/// or create instances of it from elsewhere. For that reason, the constructor
/// is private.
///
/// It serves three roles. One is to keep structure of the \c RBTree as a
/// red-black tree. For that purpose, it has left, right and parent pointers
/// and color member. These are private and accessed only from within the tree.
///
/// The second one is to store data for one domain name. The data related
/// functions can be used to access and set the data.
///
/// The third role is to keep the hierarchy of domains. The down pointer points
/// to a subtree of subdomains. Note that we can traverse the hierarchy down,
/// but not up.
///
/// One special kind of node is non-terminal node. It has subdomains with
/// RRsets, but doesn't have any RRsets itself.
template <typename T>
class RBNode : public boost::noncopyable {
private:
    /// The RBNode is meant for use from within RBTree, so it has access to
    /// it.
    friend class RBTree<T>;

    /// \name Constructors
    ///
    /// \note The existence of a RBNode without a RBTree is meaningless.
    ///     Therefore the constructors are private.
    //@{

    /// \brief Default constructor.
    ///
    /// This constructor is provided specifically for generating a special
    /// "null" node.
    RBNode();

    /// \brief Constructor from the node name.
    ///
    /// \param name The *relative* domain name (if this will live inside
    ///     a.b.c and is called d.e.a.b.c, then you pass d.e).
    RBNode(const isc::dns::Name& name);
    //@}

public:
    /// \brief Alias for shared pointer to the data.
    typedef boost::shared_ptr<T> NodeDataPtr;

    /// \brief Destructor
    ///
    /// It might seem strange that constructors are private and destructor
    /// public, but this is needed because of shared pointers need access
    /// to the destructor.
    ///
    /// You should never call anything like:
    /// \code delete pointer_to_node; \endcode
    /// The RBTree handles both creation and destructoion of nodes.
    ~RBNode();

    /// \name Getter functions.
    //@{
    /// \brief Return the name of current node.
    ///
    /// It's relative to its containing node.
    ///
    /// To get the absolute name of one node, the node path from the top node
    /// to current node has to be recorded.
    const isc::dns::Name& getName() const { return (name_); }

    /// \brief Return the data stored in this node.
    ///
    /// You should not delete the data, it is handled by shared pointers.
    NodeDataPtr& getData() { return (data_); }
    /// \brief Return the data stored in this node.
    const NodeDataPtr& getData() const { return (data_); }

    /// \brief return whether the node has related data.
    ///
    /// There can be empty nodes inside the RBTree. They are usually the
    /// non-terminal domains, but it is possible (yet probably meaningless)
    /// empty nodes anywhere.
    bool isEmpty() const { return (data_.get() == NULL); }

    //@}

    /// \name Setter functions.
    //@{
    /// \brief Set the data stored in the node.
    void setData(const NodeDataPtr& data) { data_ = data; }
    //@}

    /// \name Callback related methods
    ///
    /// See the description of \c RBTree<T>::find() about callbacks.
    ///
    /// These methods never throw an exception.
    //@{
    /// Return if callback is enabled at the node.
    bool isCallbackEnabled() const { return (callback_required_); }

    /// Enable callback at the node.
    void enableCallback() { callback_required_ = true; }

    /// Disable callback at the node.
    void disableCallback() { callback_required_ = false; }
    //@}


private:
    /// \brief Define rbnode color
    enum RBNodeColor {BLACK, RED};
    /// This is a factory class method of a special singleton null node.
    static RBNode<T>* NULL_NODE() {
        static RBNode<T> null_node;
        return (&null_node);
    }

    /// \brief return the next node which is bigger than current node
    /// in the same subtree
    ///
    /// The next successor for this node is the next bigger node in terms of
    /// the DNSSEC order relation within the same single subtree.
    /// Note that it may NOT be the next bigger node in the entire RBTree;
    ///  RBTree is a tree in tree, and the real next node may reside in
    /// an upper or lower subtree of the subtree where this node belongs.
    /// For example, if this node has a sub domain, the real next node is
    /// the smallest node in the sub domain tree.
    ///
    /// If this node is the biggest node within the subtree, this method
    /// returns \c NULL_NODE().
    ///
    /// This method never throws an exception.
    const RBNode<T>* successor() const;

    /// \name Data to maintain the rbtree structure.
    //@{
    RBNode<T>*  parent_;
    RBNode<T>*  left_;
    RBNode<T>*  right_;
    RBNodeColor color_;
    //@}

    /// \brief Relative name of the node.
    isc::dns::Name     name_;
    /// \brief Data stored here.
    NodeDataPtr       data_;

    /// \brief The subdomain tree.
    ///
    /// This points to the root node of trees of subdomains of this domain.
    ///
    /// \par Adding down pointer to \c RBNode has two purposes:
    /// \li Accelerate the search process, with sub domain tree, it splits the
    ///     big flat tree into several hierarchy trees.
    /// \li It saves memory useage as it allows storing only relative names,
    ///     avoiding storage of the same domain labels multiple times.
    RBNode<T>*  down_;

    /// \brief If callback should be called when traversing this node in
    /// RBTree::find().
    ///
    /// \todo It might be needed to put it into more general attributes field.
    bool callback_required_;
};


// This is only to support NULL nodes.
template <typename T>
RBNode<T>::RBNode() :
    parent_(this),
    left_(this),
    right_(this),
    color_(BLACK),
    // dummy name, the value doesn't matter:
    name_(isc::dns::Name::ROOT_NAME()),
    down_(this),
    callback_required_(false)
{
}

template <typename T>
RBNode<T>::RBNode(const isc::dns::Name& name) :
    parent_(NULL_NODE()),
    left_(NULL_NODE()),
    right_(NULL_NODE()),
    color_(RED),
    name_(name),
    down_(NULL_NODE()),
    callback_required_(false)
{
}


template <typename T>
RBNode<T>::~RBNode() {
}

template <typename T>
const RBNode<T>*
RBNode<T>::successor() const {
    const RBNode<T>* current = this;
    // If it has right node, the successor is the left-most node of the right
    // subtree.
    if (right_ != NULL_NODE()) {
        current = right_;
        while (current->left_ != NULL_NODE()) {
            current = current->left_;
        }
        return (current);
    }


    // Otherwise go up until we find the first left branch on our path to
    // root.  If found, the parent of the branch is the successor.
    // Otherwise, we return the null node
    const RBNode<T>* parent = current->parent_;
    while (parent != NULL_NODE() && current == parent->right_) {
        current = parent;
        parent = parent->parent_;
    }
    return (parent);
}


/// \brief RBTreeNodeChain is used to keep track of the sequence of
/// nodes to reach any given node from the root of RBTree.
///
/// Currently, RBNode does not have "up" pointers in them (i.e., back pointers
/// from the root of one level of tree of trees to the node in the parent
/// tree whose down pointer points to that root node) for memory usage
/// reasons, so there is no way to find the path back to the root from any
/// given RBNode.
/// Note: this design may change in future versions.  In particular, it's
/// quite likely we want to have that pointer if we want to optimize name
/// compression by exploiting the structure of the zone.  If and when that
/// happens we should also revisit the need for the chaining.
///
/// RBTreeNodeChain is constructed and manipulate only by \c RBTree.
/// \c RBTree uses it as an inner data structure to iterate over the whole
/// RBTree.
/// This is the reason why manipulation methods such as \c push() and \c pop()
/// are private.
template <typename T>
class RBTreeNodeChain {
    /// RBTreeNodeChain is initialized by RBTree, only RBTree has
    /// knowledge to manipuate it.
    friend class RBTree<T>;
public:
    /// \name Constructors and Assignment Operator.
    ///
    /// \note empty RBTreeNodeChain isn't meaningful, use it
    /// as parameter for functions like getAbsoluteName or
    /// nextNode in \c RBTree will throw InvalidNodeChain exception
    /// empty RBTreeNodeChain has to be initialized by RBTree, through
    /// \c find function call.
    //{@
    /// The default constructor.
    ///
    /// \exception None
    RBTreeNodeChain() : node_count_(0) {}

    /// Copy constructor.
    ///
    /// \exception None
    RBTreeNodeChain(const RBTreeNodeChain<T>& node_path) {
        node_count_ = node_path.node_count_;
        if (node_count_ > 0) {
            memcpy(nodes_, node_path.nodes_, node_count_ * sizeof(RBNode<T>*));
        }
    }

    /// Assignment operator.
    ///
    /// \exception None
    RBTreeNodeChain<T>&
    operator=(const RBTreeNodeChain<T>& node_path) {
        node_count_ = node_path.node_count_;
        if (node_count_ > 0) {
            memcpy(nodes_, node_path.nodes_, node_count_ * sizeof(RBNode<T>*));
        }
        return (*this);
    }
    //@}

    /// \brief Return the number of levels stored in the chain.
    ///
    /// It's equal to the number of nodes in the chain; for an empty
    /// chain, 0 will be returned.
    ///
    /// \exception None
    unsigned int getLevelCount() const { return (node_count_); }

    /// \brief return the absolute name for the node which current
    /// RBTreeNodeChain traces.
    ///
    /// \exception RBTreeNodeChain has to be initialized by RBTree,
    /// otherwise InvalidNodeChain exception will be thrown
    isc::dns::Name getAbsoluteName() const {
        const RBNode<T>* top_node = top();
        isc::dns::Name absolute_name = top_node->getName();
        int node_count = node_count_ - 1;
        while (node_count > 0) {
            top_node = nodes_[node_count - 1];
            absolute_name = absolute_name.concatenate(top_node->getName());
            --node_count;
        }
        return (absolute_name);
    }

private:

    /// \brief return whther node chain has node in it.
    ///
    /// \exception None
    bool isEmpty() const { return (node_count_ == 0); }

    /// \brief return the top node for the node chain
    ///
    /// RBTreeNodeChain store all the nodes along top node to
    /// root node of RBTree
    ///
    /// \exception If RBTreeNodeChain isn't initialized by RBTree
    /// InvalidNodeChain exception will be thrown
    const RBNode<T>* top() const {
        if (isEmpty()) {
            isc_throw(InvalidNodeChain, "empty node chain");
        }
        return (nodes_[node_count_ - 1]);
    }

    /// \brief pop the top node from the node chain
    ///
    /// After pop, up/super node of original top node will be
    /// the top node
    ///
    /// \exception If RBTreeNodeChain isn't initialized by RBTree
    /// InvalidNodeChain exception will be thrown
    void pop() {
        if (isEmpty()) {
            isc_throw(InvalidNodeChain, "empty node chain");
        }
        --node_count_;
    }

    /// \brief add the node into the node chain
    ///
    /// If the node chain isn't empty, the node should be
    /// the sub domain of the original top node in node chain
    /// otherwise the node should be the root node of RBTree.
    ///
    /// \exception If RBTreeNodeChain is initialized by RBTree who
    /// is too deep with level bigger than RBT_MAX_LEVEL, the node
    /// chain for leaf node will longer than RBT_MAX_LEVEL then
    /// exception TooLongNodeChain will be thrown
    ///
    /// \note Since RBTree grows through inserting new node
    /// and Name class has the check whether the name is too long
    /// or has too many labels, so TooLongNodeChain exception is
    /// hidden by TooLongName exception since it's impossible to create
    /// the RBTree which is deeper than MAX_LABELS of Name class.
    void push(const RBNode<T>* node) {
        if (node_count_ >= RBT_MAX_LEVEL) {
            isc_throw(TooLongNodeChain, "node chain is too long");
        }
        nodes_[node_count_++] = node;
    }

private:
    // The max label count for one domain name is Name::MAX_LABELS (128).
    // Since each node in rbtree stores at least one label, and the root
    // name always shares the same level with some others (which means
    // all top level nodes except the one for the root name contain at least
    // two labels), the possible maximum level is MAX_LABELS - 1.
    // It's also the possible maximum nodes stored in a chain.
    const static int RBT_MAX_LEVEL = isc::dns::Name::MAX_LABELS - 1;

    const RBNode<T>* nodes_[RBT_MAX_LEVEL];
    int node_count_;
};


// note: the following class description is documented using multiline comments
// because the verbatim diagram contain a backslash, which could be interpreted
// as escape of newline in singleline comment.
/**
 *  \brief \c RBTree class represents all the domains with the same suffix.
 *      It can be used to store the domains in one zone, for example.
 *
 *  RBTree is a generic map from domain names to any kind of data. Internally,
 *  it uses a red-black tree. However, it isn't one tree containing everything.
 *  Subdomains are trees, so this structure is recursive - trees inside trees.
 *  But, from the interface point of view, it is opaque data structure.
 *
 *  \c RBTree splits the domain space into hierarchy red black trees; nodes
 * in one tree has the same base name. The benefit of this struct is that:
 *  - Enhances the query performace compared with one big flat red black tree.
 *  - Decreases the memory footprint, as it doesn't store the suffix labels
 *      multiple times.
 *
 * Depending on different usage, rbtree will support different search policies.
 * Whether to return an empty node to end user is one policy among them.
 * The default policy is to NOT return an empty node to end user;
 * to change the behavior, specify \c true for the constructor parameter
 * \c returnEmptyNode.
 * \note The search policy only affects the \c find() behavior of RBTree.
 * When inserting one name into RBTree, if the node with the name already
 * exists in the RBTree and it's an empty node which doesn't have any data,
 * the \c insert() method will still return \c ALREADYEXISTS regardless of
 * the search policy.
 *
 * \anchor diagram
 *
 * with the following names:
 *  - a
 *  - b
 *  - c
 *  - x.d.e.f
 *  - z.d.e.f
 *  - g.h
 *  - o.w.y.d.e.f
 *  - p.w.y.d.e.f
 *  - q.w.y.d.e.f
 *
 * the tree will look like:
 *  \verbatim
                                b
                              /   \
                             a    d.e.f
                                    /|\
                                   c | g.h
                                     |
                                    w.y
                                    /|\
                                   x | z
                                     |
                                     p
                                    / \
                                   o   q
   \endverbatim
 *  \todo
 *  - add remove interface
 *  - add iterator to iterate over the whole \c RBTree.  This may be necessary,
 *    for example, to support AXFR.
 */
template <typename T>
class RBTree : public boost::noncopyable {
    friend class RBNode<T>;
public:
    /// \brief The return value for the \c find() and insert() methods
    enum Result {
        SUCCESS,    ///< Insert was successful
        /// \brief The node returned from find mathes exactly the name given
        EXACTMATCH,
        PARTIALMATCH, ///< A superdomain node was found
        NOTFOUND,   ///< Not even any superdomain was found
        /// \brief Returned by insert() if a node of the name already exists
        ALREADYEXISTS,
    };

    /// \name Constructor and Destructor
    //@{
    /// The constructor.
    ///
    /// It never throws an exception.
    explicit RBTree(bool returnEmptyNode = false);

    /// \b Note: RBTree is not intended to be inherited so the destructor
    /// is not virtual
    ~RBTree();
    //@}

    /// \name Find methods
    ///
    /// \brief Find the node that gives a longest match against the given name.
    ///
    /// \anchor find
    ///
    /// These methods search the RBTree for a node whose name is longest
    /// against name. The found node, if any, is returned via the node pointer.
    ///
    /// By default, nodes that don't have data (see RBNode::isEmpty) are
    /// ignored and the result can be NOTFOUND even if there's a node whose
    /// name matches.  If the \c RBTree is constructed with its
    /// \c returnEmptyNode parameter being \c true, an empty node will also
    /// be match candidates.
    ///
    /// \note Even when \c returnEmptyNode is \c true, not all empty nodes
    /// in terms of the DNS protocol may necessarily be found by this method.
    /// For example, in the \ref diagram shown in the class description,
    /// the name y.d.e.f is logically contained in the tree as part of the
    /// node w.y, but the \c find() variants cannot find the former for
    /// the search key of y.d.e.f, no matter how the \c RBTree is constructed.
    /// The caller of this method must use a different way to identify the
    /// hidden match when necessary.
    ///
    /// These methods involve operations on names that can throw an exception.
    /// If that happens the exception will be propagated to the caller.
    /// The callback function should generally not throw an exception, but
    /// if it throws, the exception will be propagated to the caller.
    ///
    /// The \c name parameter says what should be found. The node parameter
    /// is output only and in case of EXACTMATCH and PARTIALMATCH, it is set
    /// to a pointer to the found node.
    ///
    /// They return:
    ///  - EXACTMATCH when a node with the same name as requested exists.
    ///  - PARTIALMATCH when a node with the same name does not exist (or is
    ///    empty), but there's a (nonempty) superdomain of the requested one.
    ///    The superdomain with longest name is returned through the node
    ///    parameter. Beware that if you store a zone in the tree, you may get
    ///    PARTIALMATCH with zone apex when the given domain name is not there.
    ///    You should not try to delegate into another zone in that case.
    ///  - NOTFOUND if there's no node with the same name nor any superdomain
    ///    of it. In that case, node parameter is left intact.
    //@{

    /// \brief Simple find.
    ///
    /// Acts as described in the \ref find section.
    Result find(const isc::dns::Name& name, RBNode<T>** node) const {
        RBTreeNodeChain<T> node_path;
        return (find<void*>(name, node, node_path, NULL, NULL));
    }

    /// \brief Simple find returning immutable node.
    ///
    /// Acts as described in the \ref find section, but returns immutable node
    /// pointer.
    Result find(const isc::dns::Name& name, const RBNode<T>** node) const {
        RBTreeNodeChain<T> node_path;
        RBNode<T> *target_node = NULL;
        Result ret = (find<void*>(name, &target_node, node_path, NULL, NULL));
        if (ret != NOTFOUND) {
            *node = target_node;
        }
        return (ret);
    }

    /// \brief Find with callback and node chain.
    ///
    /// This version of \c find() is specifically designed for the backend
    /// of the \c MemoryZone class, and implements all necessary features
    /// for that purpose.  Other applications shouldn't need these additional
    /// features, and should normally use the simpler versions.
    ///
    /// This version of \c find() calls the callback whenever traversing (on
    /// the way from root down the tree) a marked node on the way down through
    /// the domain namespace (see RBNode::enableCallback and related
    /// functions).
    ///
    /// If you return true from the callback, the search is stopped and a
    /// PARTIALMATCH is returned with the given node. Note that this node
    /// doesn't really need to be the one with longest possible match.
    ///
    /// This callback mechanism was designed with zone cut (delegation)
    /// processing in mind. The marked nodes would be the ones at delegation
    /// points. It is not expected that any other applications would need
    /// callbacks; they should use the versions of find without callbacks.
    /// The callbacks are not general functors for the same reason - we don't
    /// expect it to be needed.
    ///
    /// Another special feature of this version is the ability to provide
    /// a node chain containing a path to the found node.  The chain will be
    /// returned via the \c node_path parameter.
    /// The passed parameter must be empty.
    /// On success, it will contain all the ancestor nodes from the found
    /// node towards the root.
    /// For example, if we look for o.w.y.d.e.f in the example \ref diagram,
    /// \c node_path will contain w.y and d.e.f; the \c top() node of the
    /// chain will be o, w.f and d.e.f will be stored below it.
    ///
    /// This feature can be used to get the absolute name for a node;
    /// to do so, we need to travel upside from the node toward the root,
    /// concatenating all ancestor names.  With the current implementation
    /// it's not possible without a node chain, because there is a no pointer
    /// from the root of a subtree to the parent subtree (this may change
    /// in a future version).  A node chain can also be used to find the next
    /// node of a given node in the entire RBTree; the \c nextNode() method
    /// takes a node chain as a parameter.
    ///
    /// \param name Target to be found
    /// \param node On success (either \c EXACTMATCH or \c PARTIALMATCH)
    ///     it will store a pointer to the matching node
    /// \param node_path It will store all the ancestor nodes in the RBTree
    ///        from the found node to the root.  The found node is stored.
    /// \param callback If non \c NULL, a call back function to be called
    ///     at marked nodes (see above).
    /// \param callback_arg A caller supplied argument to be passed to
    ///     \c callback.
    ///
    /// \return As described above, but in case of callback returning true,
    ///     it returns immediately with the current node.
    template <typename CBARG>
    Result find(const isc::dns::Name& name,
                RBNode<T>** node,
                RBTreeNodeChain<T>& node_path,
                bool (*callback)(const RBNode<T>&, CBARG),
                CBARG callback_arg) const;

    /// \brief Simple find returning immutable node.
    ///
    /// Acts as described in the \ref find section, but returns immutable
    /// node pointer.
    template <typename CBARG>
    Result find(const isc::dns::Name& name,
                const RBNode<T>** node,
                RBTreeNodeChain<T>& node_path,
                bool (*callback)(const RBNode<T>&, CBARG),
                CBARG callback_arg) const
    {
        RBNode<T>* target_node = NULL;
        Result ret = find(name, &target_node, node_path, callback,
                          callback_arg);
        if (ret != NOTFOUND) {
            *node = target_node;
        }
        return (ret);
    }
    //@}

    /// \brief return the next bigger node in DNSSEC order of the given node.
    ///
    /// \note nextNode will iterator all the nodes in RBTree including empty
    /// nodes. If empty node isn't desired, it's easy to add logic to check
    /// return node and keep invoking nextNode until the non-empty node is
    /// retrived
    ///
    /// This method also updates the given \c node_path so that it will store
    /// the path for the returned next node.
    /// It will be convenient when we want to iterate over the all nodes
    /// of \c RBTree; we can do this by calling this method repeatedly
    /// starting from the root node.
    ///
    /// \exception If the node_path isn't initalized by find function and not
    /// get from previous nextNode function call, InvalidNodeChain exception
    /// will be thrown
    ///
    /// \param node_path A node chain that stores all the nodes along the path
    /// from root to node.
    ///
    /// \return An \c RBNode that is next bigger than \c node; if \c node is
    /// the largest, \c NULL will be returned.
    const RBNode<T>* nextNode(RBTreeNodeChain<T>& node_path) const;

    /// \brief Get the total number of nodes in the tree
    ///
    /// It includes nodes internally created as a result of adding a domain
    /// name that is a subdomain of an existing node of the tree.
    /// This function is mainly intended to be used for debugging.
    int getNodeCount() const { return (node_count_); }

    /// \name Debug function
    //@{
    /// \brief Print the nodes in the trees.
    ///
    /// \param os A \c std::ostream object to which the tree is printed.
    /// \param depth A factor of the initial indentation.  Each line
    /// will begin with space character repeating <code>5 * depth</code>
    /// times.
    void dumpTree(std::ostream& os, unsigned int depth = 0) const;
    //@}

    /// \name Modify functions
    //@{
    /// \brief Insert the domain name into the tree.
    ///
    /// It either finds an already existing node of the given name or inserts
    /// a new one, if none exists yet. In any case, the inserted_node parameter
    /// is set to point to that node. You can fill data into it or modify it.
    /// So, if you don't know if a node exists or not and you need to modify
    /// it, just call insert and act by the result.
    ///
    /// Please note that the tree can add some empty nodes by itself, so don't
    /// assume that if you didn't insert a node of that name it doesn't exist.
    ///
    /// This method normally involves resource allocation.  If it fails
    /// the corresponding standard exception will be thrown.
    ///
    /// This method does not provide the strong exception guarantee in its
    /// strict sense; if an exception is thrown in the middle of this
    /// method, the internal structure may change.  However, it should
    /// still retain the same property as a mapping container before this
    /// method is called.  For example, the result of \c find() should be
    /// the same.  This method provides the weak exception guarantee in its
    /// normal sense.
    ///
    /// \param name The name to be inserted into the tree.
    /// \param inserted_node This is an output parameter and is set to the
    ///     node.
    ///
    /// \return
    ///  - SUCCESS The node was added.
    ///  - ALREADYEXISTS There was already a node of that name, so it was not
    ///     added.
    Result insert(const isc::dns::Name& name, RBNode<T>** inserted_node);

    /// \brief Swaps two tree's contents.
    ///
    /// This acts the same as many std::*.swap functions, exchanges the
    /// contents. This doesn't throw anything.
    void swap(RBTree<T>& other) {
        std::swap(root_, other.root_);
        std::swap(NULLNODE, other.NULLNODE);
        std::swap(node_count_, other.node_count_);
    }
    //@}

private:
    /// \name RBTree balance functions
    //@{
    void insertRebalance(RBNode<T>** root, RBNode<T>* node);
    RBNode<T>* rightRotate(RBNode<T>** root, RBNode<T>* node);
    RBNode<T>* leftRotate(RBNode<T>** root, RBNode<T>* node);
    //@}

    /// \name Helper functions
    //@{
    /// \brief delete tree whose root is equal to node
    void deleteHelper(RBNode<T> *node);
    /// \brief find the node with name
    ///
    /// Internal searching function.
    ///
    void dumpTreeHelper(std::ostream& os, const RBNode<T>* node,
                        unsigned int depth) const;
    /// \brief Indentation helper function for dumpTree
    static void indent(std::ostream& os, unsigned int depth);

    /// Split one node into two nodes, keep the old node and create one new
    /// node, old node will hold the base name, new node will be the down node
    /// of old node, new node will hold the sub_name, the data
    /// of old node will be move into new node, and old node became non-terminal
    void nodeFission(RBNode<T>& node, const isc::dns::Name& sub_name);
    //@}

    RBNode<T>*  NULLNODE;
    RBNode<T>*  root_;
    /// the node count of current tree
    unsigned int node_count_;
    /// search policy for rbtree
    const bool needsReturnEmptyNode_;
};

template <typename T>
RBTree<T>::RBTree(bool returnEmptyNode) :
    NULLNODE(RBNode<T>::NULL_NODE()),
    root_(NULLNODE),
    node_count_(0),
    needsReturnEmptyNode_(returnEmptyNode)
{
}

template <typename T>
RBTree<T>::~RBTree() {
    deleteHelper(root_);
    assert(node_count_ == 0);
}

template <typename T>
void
RBTree<T>::deleteHelper(RBNode<T>* root) {
    if (root == NULLNODE) {
        return;
    }

    RBNode<T>* node = root;
    while (root->left_ != NULLNODE || root->right_ != NULLNODE) {
        while (node->left_ != NULLNODE || node->right_ != NULLNODE) {
            node = (node->left_ != NULLNODE) ? node->left_ : node->right_;
        }

        RBNode<T>* parent = node->parent_;
        if (parent->left_ == node) {
            parent->left_ = NULLNODE;
        } else {
            parent->right_ = NULLNODE;
        }

        deleteHelper(node->down_);
        delete node;
        --node_count_;
        node = parent;
    }

    deleteHelper(root->down_);
    delete root;
    --node_count_;
}

template <typename T>
template <typename CBARG>
typename RBTree<T>::Result
RBTree<T>::find(const isc::dns::Name& target_name,
                RBNode<T>** target,
                RBTreeNodeChain<T>& node_path,
                bool (*callback)(const RBNode<T>&, CBARG),
                CBARG callback_arg) const
{
    using namespace helper;

    RBNode<T>* node = root_;
    Result ret = NOTFOUND;
    isc::dns::Name name = target_name;

    while (node != NULLNODE) {
        const isc::dns::NameComparisonResult compare_result =
            name.compare(node->name_);
        const isc::dns::NameComparisonResult::NameRelation relation =
            compare_result.getRelation();
        if (relation == isc::dns::NameComparisonResult::EQUAL) {
            if (needsReturnEmptyNode_ || !node->isEmpty()) {
                node_path.push(node);
                *target = node;
                ret = EXACTMATCH;
            }
            break;
        } else {
            const int common_label_count = compare_result.getCommonLabels();
            // If the common label count is 1, there is no common label between
            // the two names, except the trailing "dot".
            if (common_label_count == 1) {
                node = (compare_result.getOrder() < 0) ?
                    node->left_ : node->right_;
            } else if (relation == isc::dns::NameComparisonResult::SUBDOMAIN) {
                if (needsReturnEmptyNode_ || !node->isEmpty()) {
                    ret = PARTIALMATCH;
                    *target = node;
                    if (callback != NULL && node->callback_required_) {
                        if ((callback)(*node, callback_arg)) {
                            break;
                        }
                    }
                }
                node_path.push(node);
                name = name - node->name_;
                node = node->down_;
            } else {
                break;
            }
        }
    }

    return (ret);
}

template <typename T>
const RBNode<T>*
RBTree<T>::nextNode(RBTreeNodeChain<T>& node_path) const {
    const RBNode<T>* node = node_path.top();
    // if node has sub domain, the next domain is the smallest
    // domain in sub domain tree
    if (node->down_ != NULLNODE) {
        const RBNode<T>* left_most = node->down_;
        while (left_most->left_ != NULLNODE) {
            left_most = left_most->left_;
        }
        node_path.push(left_most);
        return (left_most);
    }

    // node_path go to up level
    node_path.pop();
    // otherwise found the successor node in current level
    const RBNode<T>* successor = node->successor();
    if (successor != NULLNODE) {
        node_path.push(successor);
        return (successor);
    }

    // if no successor found move to up level, the next successor
    // is the successor of up node in the up level tree, if
    // up node doesn't have successor we gonna keep moving to up
    // level
    while (!node_path.isEmpty()) {
        const RBNode<T>* up_node_successor = node_path.top()->successor();
        node_path.pop();
        if (up_node_successor != NULLNODE) {
            node_path.push(up_node_successor);
            return (up_node_successor);
        }
    }

    return (NULL);
}


template <typename T>
typename RBTree<T>::Result
RBTree<T>::insert(const isc::dns::Name& target_name, RBNode<T>** new_node) {
    using namespace helper;
    RBNode<T>* parent = NULLNODE;
    RBNode<T>* current = root_;
    RBNode<T>* up_node = NULLNODE;
    isc::dns::Name name = target_name;

    int order = -1;
    while (current != NULLNODE) {
        const isc::dns::NameComparisonResult compare_result =
            name.compare(current->name_);
        const isc::dns::NameComparisonResult::NameRelation relation =
            compare_result.getRelation();
        if (relation == isc::dns::NameComparisonResult::EQUAL) {
            if (new_node != NULL) {
                *new_node = current;
            }
            return (ALREADYEXISTS);
        } else {
            const int common_label_count = compare_result.getCommonLabels();
            if (common_label_count == 1) {
                parent = current;
                order = compare_result.getOrder();
                current = order < 0 ? current->left_ : current->right_;
            } else {
                // insert sub domain to sub tree
                if (relation == isc::dns::NameComparisonResult::SUBDOMAIN) {
                    parent = NULLNODE;
                    up_node = current;
                    name = name - current->name_;
                    current = current->down_;
                } else {
                    // The number of labels in common is fewer
                    // than the number of labels at the current
                    // node, so the current node must be adjusted
                    // to have just the common suffix, and a down
                    // pointer made to a new tree.
                    const isc::dns::Name common_ancestor = name.split(
                        name.getLabelCount() - common_label_count,
                        common_label_count);
                    nodeFission(*current, common_ancestor);
                }
            }
        }
    }

    RBNode<T>** current_root = (up_node != NULLNODE) ?
        &(up_node->down_) : &root_;
    // using auto_ptr here is avoid memory leak in case of exceptoin raised
    // after the RBNode creation, if we can make sure no exception will be
    // raised until the end of the function, we can remove it for optimization
    std::auto_ptr<RBNode<T> > node(new RBNode<T>(name));
    node->parent_ = parent;
    if (parent == NULLNODE) {
        *current_root = node.get();
        //node is the new root of sub tree, so its init color
        // is BLACK
        node->color_ = RBNode<T>::BLACK;
    } else if (order < 0) {
        parent->left_ = node.get();
    } else {
        parent->right_ = node.get();
    }
    insertRebalance(current_root, node.get());
    if (new_node != NULL) {
        *new_node = node.get();
    }

    ++node_count_;
    node.release();
    return (SUCCESS);
}


template <typename T>
void
RBTree<T>::nodeFission(RBNode<T>& node, const isc::dns::Name& base_name) {
    using namespace helper;
    const isc::dns::Name sub_name = node.name_ - base_name;
    // using auto_ptr here is to avoid memory leak in case of exception raised
    // after the RBNode creation
    std::auto_ptr<RBNode<T> > down_node(new RBNode<T>(sub_name));
    node.name_ = base_name;
    // the rest of this function should be exception free so that it keeps
    // consistent behavior (i.e., a weak form of strong exception guarantee)
    // even if code after the call to this function throws an exception.
    std::swap(node.data_, down_node->data_);
    std::swap(node.callback_required_, down_node->callback_required_);
    down_node->down_ = node.down_;
    node.down_ = down_node.get();
    // root node of sub tree, the initial color is BLACK
    down_node->color_ = RBNode<T>::BLACK;
    ++node_count_;
    down_node.release();
}


template <typename T>
void
RBTree<T>::insertRebalance(RBNode<T>** root, RBNode<T>* node) {

    RBNode<T>* uncle;
    while (node != *root && node->parent_->color_ == RBNode<T>::RED) {
        if (node->parent_ == node->parent_->parent_->left_) {
            uncle = node->parent_->parent_->right_;

            if (uncle->color_ == RBNode<T>::RED) {
                node->parent_->color_ = RBNode<T>::BLACK;
                uncle->color_ = RBNode<T>::BLACK;
                node->parent_->parent_->color_ = RBNode<T>::RED;
                node = node->parent_->parent_;
            } else {
                if (node == node->parent_->right_) {
                    node = node->parent_;
                    leftRotate(root, node);
                }
                node->parent_->color_ = RBNode<T>::BLACK;
                node->parent_->parent_->color_ = RBNode<T>::RED;
                rightRotate(root, node->parent_->parent_);
            }
        } else {
            uncle = node->parent_->parent_->left_;
            if (uncle->color_ == RBNode<T>::RED) {
                node->parent_->color_ = RBNode<T>::BLACK;
                uncle->color_ = RBNode<T>::BLACK;
                node->parent_->parent_->color_ = RBNode<T>::RED;
                node = node->parent_->parent_;
            } else {
                if (node == node->parent_->left_) {
                    node = node->parent_;
                    rightRotate(root, node);
                }
                node->parent_->color_ = RBNode<T>::BLACK;
                node->parent_->parent_->color_ = RBNode<T>::RED;
                leftRotate(root, node->parent_->parent_);
            }
        }
    }

    (*root)->color_ = RBNode<T>::BLACK;
}


template <typename T>
RBNode<T>*
RBTree<T>::leftRotate(RBNode<T>** root, RBNode<T>* node) {
    RBNode<T>* right = node->right_;
    node->right_ = right->left_;
    if (right->left_ != NULLNODE)
        right->left_->parent_ = node;

    right->parent_ = node->parent_;

    if (node->parent_ != NULLNODE) {
        if (node == node->parent_->left_) {
            node->parent_->left_ = right;
        } else  {
            node->parent_->right_ = right;
        }
    } else {
        *root = right;
    }

    right->left_ = node;
    node->parent_ = right;
    return (node);
}

template <typename T>
RBNode<T>*
RBTree<T>::rightRotate(RBNode<T>** root, RBNode<T>* node) {
    RBNode<T>* left = node->left_;
    node->left_ = left->right_;
    if (left->right_ != NULLNODE)
        left->right_->parent_ = node;

    left->parent_ = node->parent_;

    if (node->parent_ != NULLNODE) {
        if (node == node->parent_->right_) {
            node->parent_->right_ = left;
        } else  {
            node->parent_->left_ = left;
        }
    } else {
        *root = left;
    }
    left->right_ = node;
    node->parent_ = left;
    return (node);
}


template <typename T>
void
RBTree<T>::dumpTree(std::ostream& os, unsigned int depth) const {
    indent(os, depth);
    os << "tree has " << node_count_ << " node(s)\n";
    dumpTreeHelper(os, root_, depth);
}

template <typename T>
void
RBTree<T>::dumpTreeHelper(std::ostream& os, const RBNode<T>* node,
                          unsigned int depth) const
{
    if (node == NULLNODE) {
        indent(os, depth);
        os << "NULL\n";
        return;
    }

    indent(os, depth);
    os << node->name_.toText() << " ("
              << ((node->color_ == RBNode<T>::BLACK) ? "black" : "red") << ")";
    os << ((node->isEmpty()) ? "[invisible] \n" : "\n");

    if (node->down_ != NULLNODE) {
        indent(os, depth + 1);
        os << "begin down from " << node->name_.toText() << "\n";
        dumpTreeHelper(os, node->down_, depth + 1);
        indent(os, depth + 1);
        os << "end down from " << node->name_.toText() << "\n";
    }
    dumpTreeHelper(os, node->left_, depth + 1);
    dumpTreeHelper(os, node->right_, depth + 1);
}

template <typename T>
void
RBTree<T>::indent(std::ostream& os, unsigned int depth) {
    static const unsigned int INDENT_FOR_EACH_DEPTH = 5;
    os << std::string(depth * INDENT_FOR_EACH_DEPTH, ' ');
}

}
}

#endif  // _RBTREE_H

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