loongoffice/rsc/source/tools/rsctree.cxx

/* -*- Mode: C++; tab-width: 4; indent-tabs-mode: nil; c-basic-offset: 4 -*- */
/*
 * This file is part of the LibreOffice project.
 *
 * This Source Code Form is subject to the terms of the Mozilla Public
 * License, v. 2.0. If a copy of the MPL was not distributed with this
 * file, You can obtain one at http://mozilla.org/MPL/2.0/.
 *
 * This file incorporates work covered by the following license notice:
 *
 *   Licensed to the Apache Software Foundation (ASF) under one or more
 *   contributor license agreements. See the NOTICE file distributed
 *   with this work for additional information regarding copyright
 *   ownership. The ASF licenses this file to you under the Apache
 *   License, Version 2.0 (the "License"); you may not use this file
 *   except in compliance with the License. You may obtain a copy of
 *   the License at http://www.apache.org/licenses/LICENSE-2.0 .
 */


#include <stdlib.h>
#include <stdio.h>
#include <string.h>

#include <tools/link.hxx>
#include <rsctree.hxx>


BiNode::BiNode()
{
    pLeft = pRight = NULL;
}

BiNode::~BiNode()
{
}

void BiNode::EnumNodes( Link aLink ) const
{
    if( Left() )
        Left()->EnumNodes( aLink );
    aLink.Call( (BiNode *)this );
    if( Right() )
        Right()->EnumNodes( aLink );
}

BiNode * BiNode::ChangeDLListBTree( BiNode * pList )
{
    BiNode * pMiddle;
    BiNode * pTmp;
    sal_uInt32 nEle, i;

    if( pList )
{
        while( pList->Left() )
            pList = pList->Left();
        pTmp = pList;

        for( nEle = 0; pTmp->Right(); nEle++ )
            pTmp = pTmp->Right();

        pMiddle = pList;
        if( nEle / 2 )
        {
            for( i = 0; i < (nEle / 2); i++ )
            {
                pMiddle = pMiddle->Right();
            }
        }
        else
        {
            pList = (BiNode *)0;
        }
        if( NULL != (pTmp = pMiddle->Left()) )  // rechten Zeiger auf Null
            pTmp->pRight = (BiNode *)0;

        // linken Zeiger auf Null
        BiNode * pRightNode = pMiddle->Right();
        if (pRightNode)
            pRightNode->pLeft = (BiNode *)0;

        pMiddle->pLeft = ChangeDLListBTree( pList );
        pMiddle->pRight = ChangeDLListBTree( pRightNode );

        return pMiddle;
    }
    return pList;
}

BiNode * BiNode::ChangeBTreeDLList()
{
    BiNode * pList;
    BiNode * pLL_RN;    // linke Liste rechter Knoten

    if( Right() )
    {
        pList = Right()->ChangeBTreeDLList();
        pRight = pList;
        pList->pLeft = this;
    }
    pList = this;
    if( Left() )
    {
        pLL_RN = pList = Left()->ChangeBTreeDLList();

        while( pLL_RN->Right() )
            pLL_RN = pLL_RN->Right();

        pLeft = pLL_RN;
        pLL_RN->pRight = this;
    }
    return pList;
}

NameNode * NameNode::Remove( NameNode * pRemove )
{
    NameNode * pRoot = this;
    NameNode * pParent = SearchParent( pRemove );

    if( pParent )
    {
        if( pParent->Left() &&
            (EQUAL == pRemove->Compare( pParent->Left() ) ) )
        {
            pParent->pLeft = pRemove->Left();
            if( pRemove->Right() )
                pParent->Insert( pRemove->Right() );
        }
        else if( pParent->Right() &&
                 (EQUAL == pRemove->Compare( pParent->Right() ) ) )
        {
            pParent->pRight = pRemove->Right();
            if( pRemove->Left() )
                pParent->Insert( pRemove->Left() );
        }
    }
    else if( EQUAL == this->Compare( pRemove ) )
    {
        if( Right() )
        {
            pRoot = Right();
            if( Left() )
                Right()->Insert( Left() );
        }
        else
        {
            pRoot = Left();
        }
    }
    pRemove->pLeft = pRemove->pRight = NULL;

    return pRoot;
}


COMPARE NameNode::Compare( const NameNode * pCompare ) const
{
    if( (long)this < (long)pCompare )
        return LESS;
    else if( (long)this > (long)pCompare )
        return GREATER;
    else
        return EQUAL;
}

COMPARE NameNode::Compare( const void * pCompare ) const
{
    if( (long)this < (long)pCompare )
        return LESS;
    else if( (long)this > (long)pCompare )
        return GREATER;
    else
        return EQUAL;
}

// search for a parent node.
// return a pointer to the parent node if found.
// otherwise return 0.
NameNode* NameNode::SearchParent( const NameNode * pSearch ) const
{
    int nCmp = Compare( pSearch );

    if( nCmp == GREATER )
    {
        if( Left() )
        {
            if( ((NameNode *)Left())->Compare( pSearch ) == EQUAL )
                return (NameNode *)this;
            return ((NameNode *)Left())->SearchParent( pSearch );
        }
    }
    else if( nCmp == LESS )
    {
        if( Right() )
        {
            if( ((NameNode *)Right())->Compare( pSearch ) == EQUAL )
                return (NameNode *)this;
            return ((NameNode *)Right())->SearchParent( pSearch );
        }
    }
    return (NameNode *)NULL;
}

// search for a node.
// return a pointer to the node if found.
// otherwise return 0.
NameNode* NameNode::Search( const NameNode * pSearch ) const
{
    int nCmp = Compare( pSearch );

    if( nCmp == GREATER )
    {
        if( Left() )
            return ((NameNode *)Left())->Search( pSearch );
    }
    else if( nCmp == LESS )
    {
        if( Right() )
            return ((NameNode *)Right())->Search( pSearch );
    }
    else
        return (NameNode *)this;

    return NULL;
}

// search for a node.
// return a pointer to the node if found.
// otherwise return 0.
NameNode* NameNode::Search( const void * pSearch ) const
{
    int nCmp = Compare( pSearch );

    if( nCmp == GREATER )
    {
        if( Left() )
            return ((NameNode *)Left())->Search( pSearch );
    }
    else if( nCmp == LESS )
    {
        if( Right() )
            return ((NameNode *)Right())->Search( pSearch );
    }
    else
        return (NameNode *)this;

    return NULL;
}

// Ein Knoten wird in den Baum eingefuegt
// Gibt es einen Knoten mit dem gleichen Namen, dann return false
// sonst return true. Der Knoten wird auf jeden Fall eingefuegt.

bool NameNode::Insert( NameNode * pTN, sal_uInt32* pnDepth )
{
    bool bRet = true;
    int nCmp = Compare( pTN );

    *pnDepth += 1;
    if( nCmp == GREATER )
    {
        if( Left() )
            bRet =  ((NameNode *)Left())->Insert( pTN, pnDepth );
        else
            pLeft = pTN;
    }
    else
    {
        if( Right() )
            bRet = ((NameNode *)Right())->Insert( pTN, pnDepth );
        else
            pRight = pTN;

        if( nCmp == EQUAL )
            bRet = false;
    }
    return bRet;
}

// insert a node in the tree.
// if the node with the same name is in, return false and no insert.
// if not return true.
bool NameNode::Insert( NameNode * pTN )
{
    sal_uInt32  nDepth = 0;
    bool        bRet;

    bRet = Insert( pTN, &nDepth );
    if( bRet )
    {
        if( nDepth > 20 )
        {
            if( Left() )
                pLeft =  ChangeDLListBTree(  Left()->ChangeBTreeDLList() );
            if( Right() )
                pRight = ChangeDLListBTree( Right()->ChangeBTreeDLList() );
        }
    }

    return bRet;
}

void NameNode::OrderTree()
{
    NameNode * pTmpLeft = (NameNode *)Left();
    NameNode * pTmpRight = (NameNode *)Right();

    pLeft = NULL;
    pRight = NULL;
    SubOrderTree( pTmpLeft );
    SubOrderTree( pTmpRight );
}

void NameNode::SubOrderTree( NameNode * pOrderNode )
{
    if( pOrderNode )
    {
        NameNode * pTmpLeft = (NameNode *)pOrderNode->Left();
        NameNode * pTmpRight = (NameNode *)pOrderNode->Right();
        pOrderNode->pLeft = NULL;
        pOrderNode->pRight = NULL;
        Insert( pOrderNode );
        SubOrderTree( pTmpLeft );
        SubOrderTree( pTmpRight );
    }
}

IdNode * IdNode::Search( sal_uInt32 nTypeName ) const
{
    return (IdNode *)NameNode::Search( (const void *)&nTypeName );
}

COMPARE IdNode::Compare( const NameNode * pSearch ) const
{
    if( GetId() < (sal_uInt32)(((const IdNode *)pSearch)->GetId()) )
        return LESS;
    else if( GetId() > (sal_uInt32)(((const IdNode *)pSearch)->GetId()) )
        return GREATER;
    else
        return EQUAL;
}

// pSearch ist ein Zeiger auf sal_uInt32
COMPARE IdNode::Compare( const void * pSearch ) const
{
    if( GetId() < *((const sal_uInt32 *)pSearch) )
        return LESS;
    else if( GetId() > *((const sal_uInt32 *)pSearch) )
        return GREATER;
    else
        return EQUAL;
}

sal_uInt32 IdNode::GetId() const
{
    return 0xFFFFFFFF;
}

StringNode * StringNode::Search( const char * pSearch ) const
{
    return (StringNode *)NameNode::Search( (const void *)pSearch );
}

COMPARE StringNode::Compare( const NameNode * pSearch ) const
{
    int nCmp = strcmp( m_aName.getStr(),
                       ((const StringNode *)pSearch)->m_aName.getStr() );
    if( nCmp < 0 )
        return LESS;
    else if( nCmp > 0 )
        return GREATER;
    else
        return EQUAL;
}

// pSearch ist ein Zeiger auf const char *
COMPARE StringNode::Compare( const void * pSearch ) const
{
    int nCmp = strcmp( m_aName.getStr(), (const char *)pSearch );

    if( nCmp < 0 )
        return LESS;
    else if( nCmp > 0 )
        return GREATER;
    else
        return EQUAL;
}

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