Binary search tree
#ifndef __TREE_H
#define __TREE_H
#include <iostream> template<typename T> class TreeNode {
private:
T _data;
TreeNode<T>* _left;
TreeNode<T>* _right;
TreeNode<T>* _parent;
public:
TreeNode(T data,
TreeNode<T>* parent=,
TreeNode<T>* left=,
TreeNode<T>* right=)
:_data(data),_parent(parent),_left(left),_right(right) {}
void insertAtLeft(T data);
void insertAtRight(T data);
T& getData();
TreeNode<T>*& getLeft();
TreeNode<T>*& getRight();
TreeNode<T>*& getParent();
}; template<typename T>
T& TreeNode<T>::getData()
{
return _data;
} template<typename T>
TreeNode<T>*& TreeNode<T>::getLeft()
{
return _left;
} template<typename T>
TreeNode<T>*& TreeNode<T>::getRight()
{
return _right;
} template<typename T>
TreeNode<T>*& TreeNode<T>::getParent()
{
return _parent;
} template<typename T>
void TreeNode<T>::insertAtLeft(T data)
{
_left = new TreeNode(data,this);
} template<typename T>
void TreeNode<T>::insertAtRight(T data)
{
_right = new TreeNode(data,this);
} template <typename T> class Tree{
private:
TreeNode<T>* _root;
int _size;
protected:
TreeNode<T>* findIn(TreeNode<T>* position,T element) const;
/*
* The last tmp argument is necessary,
* it is used here to changed the parent's _left/_right field
* to potint the node which is created
*/
TreeNode<T>* insertIn(TreeNode<T>* position,
T element,TreeNode<T>* tmp);
void travIn(TreeNode<T>* position);
void travPrev(TreeNode<T>* position);
void travPost(TreeNode<T>* position);
public:
Tree(T data)
:_root(new TreeNode<T> (data)),_size() { }
TreeNode<T>* find(T element) const;
TreeNode<T>* findMax() const;
TreeNode<T>* findMin() const;
TreeNode<T>* insert(T data);
void traversalIn();
void traversalPrev();
void traversalPost();
}; template<typename T>
void Tree<T>::travIn(TreeNode<T>* position)
{
if(!position)
return ;
travIn(position->getLeft());
std::cout << position->getData() << " ";
travIn(position->getRight());
} template<typename T>
void Tree<T>::travPrev(TreeNode<T>* position)
{
if(!position)
return ;
std::cout << position->getData() << " ";
travPrev(position->getLeft());
travPrev(position->getRight());
} template<typename T>
void Tree<T>::travPost(TreeNode<T>* position)
{
if(!position)
return ;
travPost(position->getLeft());
travPost(position->getRight());
std::cout << position->getData() << " ";
} template<typename T>
void Tree<T>::traversalPost()
{
travPost(_root);
std::cout << std::endl;
} template<typename T>
void Tree<T>::traversalPrev()
{
travPrev(_root);
std::cout << std::endl;
} template<typename T>
void Tree<T>::traversalIn()
{
travIn(_root);
std::cout << std::endl;
} template<typename T>
TreeNode<T>* Tree<T>::insertIn(TreeNode<T>* position,T data,
TreeNode<T>* tmp)
{
if(!position){
if(!tmp)
return new TreeNode<T>(data);
else
return (tmp->getData() >data ? tmp->getLeft():tmp->getRight())
= new TreeNode<T>(data,tmp);
}
if(data < position->getData())
insertIn(position->getLeft(),data,position);
else if(position->getData() < data)
insertIn(position->getRight(),data,position);
else
return position;
}
template<typename T>
TreeNode<T>* Tree<T>::insert(T data)
{
return insertIn(_root,data,);
} template<typename T>
TreeNode<T>* Tree<T>::findIn(TreeNode<T>* position,T data)const
{
while(position && position->getData() != data)
{
if(position->getData() > data)
position = position->getLeft();
else if(position->getData() < data)
position = position->getRight();
}
return position;
} template<typename T>
TreeNode<T>* Tree<T>::find(T data) const
{
return findIn(_root,data);
} template<typename T>
TreeNode<T>* Tree<T>::findMax() const
{
TreeNode<T>* tmp = _root;
while(tmp->getRight())
tmp = tmp->getRight();
return tmp;
} template<typename T>
TreeNode<T>* Tree<T>::findMin() const
{
TreeNode<T>* tmp = _root;
while(tmp->getLeft())
tmp = tmp->getLeft();
return tmp;
} #endif
二叉搜索树
Binary search tree的更多相关文章
- [数据结构]——二叉树(Binary Tree)、二叉搜索树(Binary Search Tree)及其衍生算法
二叉树(Binary Tree)是最简单的树形数据结构,然而却十分精妙.其衍生出各种算法,以致于占据了数据结构的半壁江山.STL中大名顶顶的关联容器--集合(set).映射(map)便是使用二叉树实现 ...
- Leetcode 笔记 99 - Recover Binary Search Tree
题目链接:Recover Binary Search Tree | LeetCode OJ Two elements of a binary search tree (BST) are swapped ...
- Leetcode 笔记 98 - Validate Binary Search Tree
题目链接:Validate Binary Search Tree | LeetCode OJ Given a binary tree, determine if it is a valid binar ...
- Leetcode: Convert sorted list to binary search tree (No. 109)
Sept. 22, 2015 学一道算法题, 经常回顾一下. 第二次重温, 决定增加一些图片, 帮助自己记忆. 在网上找他人的资料, 不如自己动手. 把从底向上树的算法搞通俗一些. 先做一个例子: 9 ...
- [LeetCode] Closest Binary Search Tree Value II 最近的二分搜索树的值之二
Given a non-empty binary search tree and a target value, find k values in the BST that are closest t ...
- [LeetCode] Closest Binary Search Tree Value 最近的二分搜索树的值
Given a non-empty binary search tree and a target value, find the value in the BST that is closest t ...
- [LeetCode] Verify Preorder Sequence in Binary Search Tree 验证二叉搜索树的先序序列
Given an array of numbers, verify whether it is the correct preorder traversal sequence of a binary ...
- [LeetCode] Lowest Common Ancestor of a Binary Search Tree 二叉搜索树的最小共同父节点
Given a binary search tree (BST), find the lowest common ancestor (LCA) of two given nodes in the BS ...
- [LeetCode] Binary Search Tree Iterator 二叉搜索树迭代器
Implement an iterator over a binary search tree (BST). Your iterator will be initialized with the ro ...
- [LeetCode] Convert Sorted List to Binary Search Tree 将有序链表转为二叉搜索树
Given a singly linked list where elements are sorted in ascending order, convert it to a height bala ...
随机推荐
- 开源日志记录工具log4j
前言:当我们进行大的项目书写的时候或者我们选择维护程序的时候,想知道几点几时我们录入的数据有bug是那么我们就采用--------------------------->log4j记录日志的信息 ...
- 你会喜欢的25个创意的扁平化 LOGO 设计
扁平设计的风暴席卷了整个设计领域,它不仅影响网页设计,也影响了用户界面和标志设计.最近,我们看到了很多大公司,如谷歌和必应开始使用扁平设计的标识. 一个 LOGO 应该简单,显眼和精美,以适应产品的整 ...
- Intercooler.js – 让 AJAX 像锚标签一样简单
使用 Intercooler,你可以添加 Ajax 到你的应用程序,而无需使用客户端模式的路由,认证,渲染,工厂或依赖注入.事实上,你不需要写任何的 JavaScript 代码.Intercooler ...
- go语言 类型:布尔类型
Go语言中的布尔类型与其他语言基本一致,关键字也为bool,可赋值为预定义的true和false示例代码如下: var v1 bool v1 = true v2 := (1 == 2) // v2也会 ...
- ThinkPHP3.2 G函数代码及 使用方法
ThinkPHP3.2 G函数代码及 使用方法 代码: // 内存是否可调用 define('MEMORY_LIMIT_ON',function_exists('memory_get_usage')) ...
- [deviceone开发]-天气demo
一.简介 该demo主要实现定位功能,读取天气信息,语音播报功能.其中定位需要配置key,调试二维码请到论坛中下载! 二.效果图 三.相关讨论 http://bbs.deviceone.net/for ...
- angular源码分析:angular的整个加载流程
在前面,我们讲了angular的目录结构.JQLite以及依赖注入的实现,在这一期中我们将重点分析angular的整个框架的加载流程. 一.从源代码的编译顺序开始 下面是我们在目录结构哪一期理出的an ...
- 关于html页面head标签顺序
基本上head就这几个标签么: <meta>.<link>.<title>.<script>.<style>.<base>. 它 ...
- CSS常用样式(四)之animation
上篇CSS常用样式(三)这篇博文中已经介绍过了CSS中具有动画效果的transition.transform,今天来大概说说CSS中的animation.animation的加入会使得动画效果更加乐观 ...
- [原] SharePoint 2010 WebPart与Google地图系列 一:创建显示地图的WebPart
摘要: 作为信息化先驱的产品SharePoint 2010竟然对GIS相关技术支持如此有限,试问现在哪个企业没有大量的项目需要结合Google地图来进行开发,单纯地从Google Javascript ...