graph-DFS

一个很经典的问题_八数码! 算法速度快,解决问题多...有兴趣的可以(A very classic problem _ eight digital! Fast algorithm to solve the problem ... are interested in more than can be)

KD树算法，能够实现对点云数据进行压缩，非常简单，适用于初学者(KD tree algorithm, can achieve the point cloud data compression, very simple, suitable for beginners)

说明：  、实验目的 1 熟练掌握各种内排序方法，深刻理解排序算法及其执行过程； 2 学会分析各种内排序算法的性能； 3 了解各种排序方法的优缺点，对于实际问题能够选择一种较好的排序方案； 4 熟练掌握图的存储结构； 5 掌握图的邻接矩阵和邻接表表示分别进行深度和广度优先搜索遍历的算法。 6 了解图的最小生成树算法。 (Proficiency in the order of search, binary search and index search basic search algorithm, these algorithms are familiar with what kind of storage structure suitable for implementation two master binary sort tree characteristics, building methods, and dynamic search algorithm 3 master hash table of characteristics and construction methods.)

数据结构快速排序例程代码，只要按照例子就可以很容易加入到你的程序当中。(Data Structures quick sort routine code, just follow the example you can easily add them into your program.)

编写一个将二叉树的所有叶子结点从左向右链接成单链表的算法(Write a binary tree leaf nodes from left to right links into a single linked list algorithm)

说明：  详细介绍了游戏设计的数据结构注意事项，对与游戏中角色和游戏模式作者给予了督导的见解，书中语言为全英文但通俗易懂！很是推荐 (Data.Structures.For.Game.Programmers Detailed data structure of the game design considerations, the role with the game and game modes of supervision given to insights, the book in English but the language is easy to understand! It is recommended)

学数据结构自己总结的东西，希望对大家有所帮助。(Learn data structure sum things up, we want to help.)

说明：  简单的数据结构算法 在POJ上的题目 利用C++实现(Simple data structure algorithm in POJ on the subject using C++ Implementation)

这是数据结构很重要的程序，主要是课后题的答案，和代码，功能很强大(the data struct of the book)

说明：  从最后一个非叶子结点开始从后往前进行调整，保证了根下的所有子树都是最大堆，最后对根进行调整，使整棵二叉树为最大堆，保证了根结点为整棵数的最大值点，完成了建堆的过程，再将根结点跟最后一个结点进行交换，如此反复操作，则堆排序就完成了，其中堆排序的过程采用了满二叉树的概念。(From the final of a non-leaf node after the move began to be adjusted to ensure that the root of all sub-tree are the biggest pile, and finally adjusted to the root, so that the largest heap binary tree整棵to ensure that the root node for整棵the maximum number of points, completed the process of building reactors, and then the last root node with a node to be exchanged, and so repeated the operation, then HEAPSORT completed, of which the process of HEAPSORT a full binary tree concept.)