搜索资源列表
五子棋核心算法
- 五子棋是一种受大众广泛喜爱的游戏，其规则简单，变化多端，非常富有趣味性和消遣性。这里设计和实现了一个人机对下的五子棋程序，采用了博弈树的方法，应用了剪枝和最大最小树原理进行搜索发现最好的下子位置。介绍五子棋程序的数据结构、评分规则、胜负判断方法和搜索算法过程-331 is a widely loved by the public of the game, its rules simple and changeable, very rich and interesting recreational
sortcom
- 这是一个用COM实现的二叉树排序的算法实现，以VC++6.0实现-using COM, the binary ranking algorithm to VC 6.0
FldrView
- The Folderview ActiveX Control mimics the behaviour of the Windows Explorer Treeview showing the tree structure of the files and folders and other items in the shell s namespace. 模仿windows资源管理器的树状浏览 -mimics the ActiveX Control behavior of the
commontreemenudesignandimplementationofCcode
- 基于节点编号的通用树状菜单设计方法与实现分析C代码
operator_overload
- 哈夫曼树是相同个数的带权结点所构成的所有二叉树中带权路径长度WPL最小的二叉树，将其应用于计算机通信中数据编码技术可大大缩短电文代码的长度，且避免了电文代码二义性的产生。本文简要介绍了哈夫曼树的原理、构造方法及其在数据编码中的应用。-Huffman tree is the same as the number of nodes with the right posed by the Binary right path with the smallest length WPL binary tre
Common_algorithm_Template_library_(C++)
- 这是一个常用算法模板库(C++)，包括有排序算法、数学问题、查找、栈、队列、串、 树、图、高精度计算等九个部分的常用算法。非常实用！-This is a commonly used algorithm for template library (C++), Including the sorting algorithm, a mathematical problem to find, stacks, queues, strings, trees, maps, high-precision cal
2008513183626
- 二叉树算法集 文章整理: www.diybl.com 文章来源: 网络 去论坛 建我的blog #include<stdlib.h> #include<stdio.h> #define MAX 50 #define MAS 20 #define CHAR 1 #if CHAR typedef char TElemType TElemType Nil= #define form " c" #else t
compositor
- 用C++编的一个小的排序程序，里面用到二叉树等，对新手有点用-Using C++ for a small sort of procedure, which used binary tree and so on, with a bit of novice
Fractral
- 该工程实现用用递归的方法画分形图。 包括：Couch曲线的画法； 斯宾斯基篓垫的画法； 分形矩形的画法； 分形树的画法。-The project implemented by the method of painting with a recursive fractal images. Include: Couch curve drawing Spinoza Chomsky basket drawing pad fractal rectangular drawing fra
CTreeViewDrap_demo
- 本项目里的源码，通过加入OLE等COM技术，对树控件功能进行了扩展，功能非常强大，树控件之间可以进行相互拖拽等-Source in this project, by joining the OLE and other COM technology, the tree control functionality extension is very powerful, mutual drag between the tree control
ext4--tree
- 关于ext-js4.0树控件的增加，删除，修改的功能-Additions and deletions to about extjs4.0 tree control
vb_tree
- 用VB制作数据结构课程中的二叉树控件,在VB中学习数据结构及应用的好文章-VB produced in a binary tree data structure courses controls, a good article to learn data structures and application in VB