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123-avl_remove.c
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#include "binary_trees.h"
/**
* bal - A function that Measures balance factor of a AVL.
* @tree: is a tree to go through.
* Return: balanced factor
*/
void bal(avl_t **tree)
{
int b_val;
if (tree == NULL || *tree == NULL)
return;
if ((*tree)->left == NULL && (*tree)->right == NULL)
return;
bal(&(*tree)->left);
bal(&(*tree)->right);
b_val = binary_tree_balance((const binary_tree_t *)*tree);
if (b_val > 1)
*tree = binary_tree_rotate_right((binary_tree_t *)*tree);
else if (b_val < -1)
*tree = binary_tree_rotate_left((binary_tree_t *)*tree);
}
/**
* successor - A function that get the next successor
* i mean the min node in the right subtree.
* @node: Is a tree to check.
* Return: the min value of this tree
*/
int successor(bst_t *node)
{
int left = 0;
if (node == NULL)
{
return (0);
}
else
{
left = successor(node->left);
if (left == 0)
{
return (node->n);
}
return (left);
}
}
/**
*remove_type - A function that removes a node depending of its children.
*@root: is a node to remove.
*Return: 0 if it has no children or other value if it has.
*/
int remove_type(bst_t *root)
{
int new_value = 0;
if (!root->left && !root->right)
{
if (root->parent->right == root)
root->parent->right = NULL;
else
root->parent->left = NULL;
free(root);
return (0);
}
else if ((!root->left && root->right) || (!root->right && root->left))
{
if (!root->left)
{
if (root->parent->right == root)
root->parent->right = root->right;
else
root->parent->left = root->right;
root->right->parent = root->parent;
}
if (!root->right)
{
if (root->parent->right == root)
root->parent->right = root->left;
else
root->parent->left = root->left;
root->left->parent = root->parent;
}
free(root);
return (0);
}
else
{
new_value = successor(root->right);
root->n = new_value;
return (new_value);
}
}
/**
* bst_remove - A function that remove a node from a BST tree.
* @root: is a root of the tree.
* @value: is a node with this value to remove.
* Return: the tree changed
*/
bst_t *bst_remove(bst_t *root, int value)
{
int type = 0;
if (root == NULL)
return (NULL);
if (value < root->n)
bst_remove(root->left, value);
else if (value > root->n)
bst_remove(root->right, value);
else if (value == root->n)
{
type = remove_type(root);
if (type != 0)
bst_remove(root->right, type);
}
else
return (NULL);
return (root);
}
/**
* avl_remove - A function that remove a node from a AVL tree.
* @root: is a root of the tree.
* @value: is a node with this value to remove.
* Return: the tree changed
*/
avl_t *avl_remove(avl_t *root, int value)
{
avl_t *root_a = (avl_t *) bst_remove((bst_t *) root, value);
if (root_a == NULL)
return (NULL);
bal(&root_a);
return (root_a);
}