用VC编写的读取SQL数据库的小程序

图论算法，旅行推销员问题，很有趣。 可算出图中的哈米尔顿回路-graph algorithm, traveling salesman problem, very interesting. Map can be calculated totally dominated the circuit

简单的演示,N的大小可以改变的,而且这个程序的速度还可以, 比以前我用递归写的那个快多了.如果N改得太大输出会有问题， 因为我用到gotoxy的,这个程序主要是练一个算法-simple demonstration, N size can be changed, but the rate of this procedure can also, than in the past I used to write a recursive that quicker. If N is too big change in exports, gotoxy because I used, the process is mainly a training algorithm

是关于好几种有用的排序算法的描述很有用的-on several useful algorithm description very useful

名片夹软件，用户可以建立并管理自己的名片。数据库配置为_app目录下的config目录中的database文件-name card management software.

我自己写的一个解决约瑟夫环的小程序，对学习数据结构的朋友可能有一些帮助,tc2编译通过-I wrote it myself a solution Josephus small procedures, the data structure of the study may have some friends help compile indexes

oledb的例子，在pda上好用-connectivity example, pda on Easy

mysql 3.22源码-mysql 3.22 sources codes

本程序所有数据库文件都以.sql文件保存在Database文件夹里； 2、首先在SQL查询分析器中运行CreateDatabase.sql文件创建数据库； 3、运行其他所有的.sql文件即可创建好了本程序的数据库；-documents to the database. Sql file stored in Database folder; 2, the first in SQL Query Analyzer run CreateDatabase.sql database file creation; 3, running all the other. Sql documents can establish a better process of the database;

由于简单模式匹配算法在一次字符比较失败后，简单的把模式串位置向前移动一个字符位置，这样就丢掉了前面字符匹配中得到的信息，效率差。所以就需要一种无回溯的算法来提高效率，这里使用KMP（Knuth-Morris-Pratt）算法。模式串前面的连续片断部分称“前缀模式”，前缀模式在模式串后部重复出现的情况可以用来避免重复进行已经做过的检查，这是KMP算法中的一个重要概念。-as simple pattern-matching algorithm to compare a character failure, a simple model put forward position Series mobile location of a character, would be lost in front of characters matching the information inefficiently. There is a need for a non-backtracking algorithms to improve efficiency, the use of KMP here (Knuth-Morris-Pratt) algorithm. Model Series in front of a row clips part said "prefix model," prefix string pattern in the pattern of recurring back can be used to avoid duplication of inspection has been done, KMP algorithm is an important concept.

稀疏矩阵的十字链表算法-sparse matrix algorithm Cross Chain