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rbtree-rtems-insert.c
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rbtree-rtems-insert.c
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/*
* Copyright (c) 2010-2012 Gedare Bloom.
*
* The license and distribution terms for this file may be
* found in the file LICENSE in this distribution or at
* http://www.rtems.org/license/LICENSE.
*/
#if HAVE_CONFIG_H
#include "config.h"
#endif
#include "compat.h"
#include "rbtree-rtems-impl.h"
/** @brief Validate and fix-up tree properties for a new insert/colored node
*
* This routine checks and fixes the Red-Black Tree properties based on
* @a the_node being just added to the tree.
*
* @note It does NOT disable interrupts to ensure the atomicity of the
* append operation.
*/
static void _RBTree_Validate_insert( RBTree_Node *the_node )
{
RBTree_Node *parent = _RBTree_Parent( the_node );
RBTree_Node *grandparent = _RBTree_Parent( parent );
/* note: the insert root case is handled already */
/* if the parent is black, nothing needs to be done
* otherwise may need to loop a few times */
while ( parent->color == RBT_RED ) {
/* The root is black, so the grandparent must exist */
RBTree_Node *uncle = _RBTree_Sibling( parent, grandparent );
/*
* If uncle exists and is red, repaint uncle/parent black and grandparent
* red.
*/
if ( uncle != NULL && uncle->color == RBT_RED ) {
parent->color = RBT_BLACK;
uncle->color = RBT_BLACK;
grandparent->color = RBT_RED;
the_node = grandparent;
parent = _RBTree_Parent( the_node );
grandparent = _RBTree_Parent( parent );
if ( grandparent == NULL )
break;
} else { /* If uncle does not exist or is black */
RBTree_Direction dir = _RBTree_Direction( the_node, parent );
RBTree_Direction parentdir = _RBTree_Direction( parent, grandparent );
/* ensure node is on the same branch direction as parent */
if ( dir != parentdir ) {
RBTree_Node *oldparent = parent;
parent = the_node;
the_node = oldparent;
_RBTree_Rotate( oldparent, parentdir );
}
parent->color = RBT_BLACK;
grandparent->color = RBT_RED;
/* now rotate grandparent in the other branch direction (toward uncle) */
_RBTree_Rotate( grandparent, _RBTree_Opposite_direction( parentdir ) );
grandparent = _RBTree_Parent( parent );
break;
}
}
if ( grandparent == NULL )
the_node->color = RBT_BLACK;
}
RBTree_Node *rtems_rbtree_insert(
RBTree_Control *the_rbtree,
RBTree_Node *the_node,
RBTree_Compare compare,
bool is_unique
)
{
RBTree_Node *iter_node = the_rbtree->root;
if ( !iter_node ) { /* special case: first node inserted */
the_node->color = RBT_BLACK;
the_rbtree->root = the_node;
the_rbtree->first[ 0 ] = the_rbtree->first[ 1 ] = the_node;
the_node->parent = (RBTree_Node *) the_rbtree;
the_node->child[ RBT_LEFT ] = the_node->child[ RBT_RIGHT ] = NULL;
} else {
/* typical binary search tree insert, descend tree to leaf and insert */
while ( iter_node ) {
RBTree_Compare_result compare_result =
( *compare )( the_node, iter_node );
if ( is_unique && _RBTree_Is_equal( compare_result ) )
return iter_node;
RBTree_Direction dir = !_RBTree_Is_lesser( compare_result );
if ( !iter_node->child[ dir ] ) {
the_node->child[ RBT_LEFT ] = the_node->child[ RBT_RIGHT ] = NULL;
the_node->color = RBT_RED;
iter_node->child[ dir ] = the_node;
the_node->parent = iter_node;
/* update min/max */
compare_result = ( *compare )(
the_node,
_RBTree_First( the_rbtree, dir )
);
if (
( dir == RBT_LEFT && _RBTree_Is_lesser( compare_result ) )
|| ( dir == RBT_RIGHT && !_RBTree_Is_lesser( compare_result ) )
) {
the_rbtree->first[ dir ] = the_node;
}
break;
} else {
iter_node = iter_node->child[ dir ];
}
} /* while(iter_node) */
/* verify red-black properties */
_RBTree_Validate_insert( the_node );
}
return (RBTree_Node *) 0;
}