2000-d-五
//此算法特别巧妙,此处只为精华版,完整部分链接
btree * DeleteBST(btree *b, ElemType x)
{
if (b)
{
if (b->data == x)
b = DelNode(b);
else if (b->data > x)
//注意此处的b->lchild、b->rchild 无此句,会出现删除后断链情况
b->lchild = DeleteBST(b->lchild, x);
else
b->rchild = DeleteBST(b->rchild, x);
}
return b;
}
//删除结点,准确的说是调整数值,删除无用结点
btree * DelNode(btree *p)
{
if (p->lchild)
{
btree *r = p->lchild; //r指向其左子树;
btree *prer = p->lchild; //prer指向其左子树;
while(r->rchild != NULL)//搜索左子树的最右边的叶子结点r
{
prer = r;
r = r->rchild;
}
p->data = r->data;
if(prer != r)//若r不是p的左孩子,把r的左孩子作为r的父亲的右孩子
prer->rchild = r->lchild;
else
p->lchild = r->lchild; //否则结点p的左子树指向r的左子树
free(r);
return p;
}
else
{
btree *q = p->rchild; //q指向其右子树;
free(p);
return q;
}
}