PHP implements infinite classification tree without recursion-PHP Tutorial-php.cn

How to implement infinite classification tree without recursion in php? This article mainly introduces PHP to achieve infinite classification without recursion through pre-order traversal of the tree, involving query and traversal operations for the database based on the CI framework. I hope it will be helpful to everyone using classification trees.

The example in this article describes how PHP achieves infinite classification without recursion through pre-order traversal of the tree. Share it with everyone for your reference. The details are as follows:

Everyone usually uses recursion to implement infinite classification. We all know that recursion is very inefficient. Here is an improved pre-order traversal tree algorithm, which does not apply to recursion to implement infinite classification. In large amounts of data It is more efficient when implementing a tree-like hierarchical structure.

sql code is as follows:

CREATE TABLE IF NOT EXISTS `category` ( `id` int(11) NOT NULL AUTO_INCREMENT, `title` varchar(50) NOT NULL, `lft` int(11) NOT NULL, `rgt` int(11) NOT NULL, `order` int(11) NOT NULL COMMENT '排序', `create_time` int(11) NOT NULL, PRIMARY KEY (`id`) ) ENGINE=InnoDB DEFAULT CHARSET=utf8 AUTO_INCREMENT=12 ; -- -- 转存表中的数据 `category` -- INSERT INTO `category` (`id`, `title`, `lft`, `rgt`, `order`, `create_time`) VALUES (1, '顶级栏目', 1, 20, 1, 1261964806), (2, '编辑后的分类', 16, 19, 50, 1264586212), (4, '公司产品', 10, 15, 50, 1264586249), (5, '荣誉资质', 8, 9, 50, 1264586270), (6, '资料下载', 6, 7, 50, 1264586295), (7, '人才招聘', 4, 5, 50, 1264586314), (8, '留言板', 2, 3, 50, 1264586884), (9, '总裁', 17, 18, 50, 1267771951), (10, '新的分类的子分类', 11, 14, 0, 1400044841), (11, 'PHP点点通-http://www.phpddt.com', 12, 13, 0, 1400044901);

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php code is as follows:

load->database(); } public function view() { $lists = $this->db->order_by('lft', 'asc')->get('category')->result_array(); //相邻的两条记录的右值第一条的右值比第二条的大那么就是他的父类 //我们用一个数组来存储上一条记录的右值，再把它和本条记录的右值比较，如果前者比后者小，说明不是父子关系，就用array_pop弹出数组，否则就保留 //两个循环而已，没有递归 $parent = array(); $arr_list = array(); foreach($lists as $item){ if(count($parent)){ while (count($parent) -1 > 0 && $parent[count($parent) -1]['rgt'] < $item['rgt']){ array_pop($parent); } } $item['depath'] = count($parent); $parent[] = $item; $arr_list[]= $item; } //显示树状结构 foreach($arr_list as $a) { echo str_repeat('--', $a['depath']) . $a['title'] . '
'; } } /** * * 插入操作很简单找到其父节点，之后把左值和右值大于父节点左值的节点的左右值加上2，之后再插入本节点，左右值分别为父节点左值加一和加二 */ public function add() { //获取到父级分类的id $parent_id = 10; $parent_category = $this->db->where('id', $parent_id)->get('category')->row_array(); //1.左值和右值大于父节点左值的节点的左右值加上2 $this->db->set('lft', 'lft + 2', FALSE)->where(array('lft >' => $parent_category['lft']))->update('category'); $this->db->set('rgt', 'rgt + 2', FALSE)->where(array('rgt >' => $parent_category['lft']))->update('category'); //2.插入新的节点 $this->db->insert('category', array( 'title' => '新的分类的子分类', 'lft' => $parent_category['lft'] + 1, 'rgt' => $parent_category['lft'] + 2, 'order' => 0, 'create_time' => time() )); echo 'add success'; } /** * 删除 * * //1.得到删除的节点，将右值减去左值然后加1，得到值$width = $rgt - $lft + 1; * //2.删除左右值之间的所有节点 * //3.修改条件为大于本节点右值的所有节点，操作为把他们的左右值都减去$width */ public function delete() { //通过分类id获取分类 $id = 3; $category = $this->db->where('id', $id)->get('category')->row_array(); //计算$width $width = $category['rgt'] - $category['lft'] + 1; //1.删除该条分类 $this->db->delete('category', array('id' => $id)); //2.删除左右值之间的所有分类 $this->db->delete('category', array('lft >' => $category['lft'], 'lft <' => $category['rgt'])); //3.修改其它节点的值 $this->db->set('lft', "lft - {$width}", FALSE)->where(array('lft >' => $category['rgt']))->update('category'); $this->db->set('rgt', "rgt - {$width}", FALSE)->where(array('rgt >' => $category['rgt']))->update('category'); echo 'delete success'; } //编辑， public function edit() { //不用说了， 直接通过id编辑 $id = 2; $this->db->update('category', array( 'title' => '编辑后的分类' ), array( 'id' => $id )); echo 'edit success'; } }

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