ADO直接读取数据库的编程实例

/*数字三角形问题 问题描述： 给定一个由n行数字组成的数字三角形如下图所示。试设计一个算法,计算出从三角形的顶至底的一条路径,使该路径经过的数字总和最大。 7 3 8 8 1 0 2 7 4 4 4 5 2 6 5 编程任务： 对于给定的由n行数字组成的数字三角形,编程计算从三角形的顶至底的路径经过的数字和的最大值-/* Digital triangle Issue Description : given an OK by the number n of triangular figures shown in the diagram below. Design of a test algorithm, calculated from the top of the triangle to the end of a path, the path through the largest sum of the figures. 7 3 8 8 1 0 2 7 4 4 4 5 2 6 5 programming tasks : for a given n line by the number of digits triangle, triangle programming calculated from the top to the bottom of the path through the figures and the maximum

数据结构相关知识写的，二分查找的相关代码-2 minutes to find the relevant code

后缀数组的一个C++实现，在字符串统计中有很大作用。-Suffix array of a C++ implementation, plays a significant role in statistics in the string.

用VB6.0进行solidworks的二次开发，包括数据库操作，零件的参数化生成等应用。-SolidWorks using VB6.0 for secondary development, including database operations, parts of the parametric generation of applications.

刚刚自己做的约瑟夫算法，是用链表实现的，很简单的，检验没错误，当然，中间有些东西可以根据需要自己改动-just doing Joseph algorithm is used to achieve the linked list, a very simple test not wrong, of course, Middle some things may need to change their own

纯C语言写的小型通用数据库，一个C数据结构组科技小组的作品，附有开发思路PPT，这可是一个宝贵的资源哦，更底层的东西，运行于DOS提示符，可以新建数据库等操作。C的编程高手们值得参考一下。-Pure C language to write a small general-purpose database, a data structure C Group Technology Group works to develop ideas with PPT, this is a valuable resource Oh, and the bottom of things, running on the DOS prompt, you can operate a new database. C programming masters worthy of reference.

文件中是我编写的两个数据结构，线性表列和链表，是用类模版函数编写，是面向过程设计-document is prepared by the two data structure, tabulated and linear chain and is prepared category template function, process-oriented design

用template实现一维数组的数据结构。-Template used to achieve one-dimensional array data structure.

界面美观,模块功能清晰,连接数据库,适合初学者-Beautiful interface, the module features a clear, connected databases, suitable for beginners

利用MD5函数产生随机的无碰撞的像素选择策略-The use of MD5 function produces a random collision-free pixel selection strategy