搜索资源列表
VBKing
- 这是我的课程设计报告，本来是用VB设计一个界面出来，里面包含多种小游戏的，可惜删了，只剩下一份报告，里面包含了各个小游戏的程序算法代码：回溯法求解皇后问题、冒泡法的算法描述、快速排序法、二叉排序树（这里用C语言描述）、顺序查找算法、二分法查找、二叉排序树查找（这里用C语言描述）-This is my course design, originally designed with VB is an interface, and which contains a variety of small g
small
- 这是一个很简单的C语言小程序，实现的是把输入的一个十进制数转化为二进制数并将结果在屏幕输出。-This is a very simple C language small procedures, to achieve is to enter a decimal number into binary number and the results on the screen output.
erfenchazhao
- 二分查找程序，运用数组结构体和链表实现查找功能-Binary search procedures, the use of the array structure and list search functions to achieve
tree
- 数据结构的二叉树，用图形的方式来演示，让你更容易理解数据结构-The binary tree data structure, using graphics to show the way, let you more easily understand the data structure
3Dgame
- 源码为机器码，经过反汇编是汇编语言，功能是一段3D游戏的过场及音乐。是一届程序设计大赛的作品。应该有助于理解汇编指令。-Source for the binary, after the compilation is a compilation of anti-language, feature is the cross section of 3D games and music games. Design Competition is the next procedure works. Shou
Packman2
- Packman :Game Souce Code and Binary File
33
- 找出1到N分別轉成二進制會有多少個1,先定義A(k)是1~2^k轉成2進制的1總和個數 (1<= <=2^k)-To identify 1 to N respectively, how many will be converted into a binary one, first the definition of A (k) is the 1 ~ 2 ^ k converted to a sum of two binary number (1 < = < = 2 ^ k)
symbianGame
- Gameloft的syambian培训代码，有如何解读二进制地图及动画文件。-Gameloft' s syambian training code, how to interpret the binary maps and animation.
Snake_source_code
- 贪吃蛇源码,一个很不错的源码，能很好的运行，利用键盘的上下左右键，进行操作。-The source of Snake，a simple binary game。
led
- 控制二进制led灯轮流闪烁，循环不停，可扩展为8位甚至更多-It can control the binary led flashing.
BinaryTreeSample
- how to use binary tr-how to use binary tree
Hanoi
- 另一种的规律的C语言描述的汉诺塔，利用了二进制的非零位来确定移动后的状态，避免了因为层数的巨大造成步数庞大，使计算缓慢、数据溢出、空间不足的缺陷。可得到移动的总步数，第几步的操作以及状态。当层数为1024时的数据是可观的，但反应速度并不慢。-Another law of the C language descr iption of the Tower of Hanoi, the use of the binary non-zero position to determine the state
BinTreeBoard
- Java实现的二叉树分形图，递归算法和awt的应用-Java implementation of the binary tree fractal, recursive algorithm and awt application