DoProcess

Visual C++案例开发集锦第六章\聊天室服务器端开发的程序源码,值得一看！(Visual C++ case development highlights Chapter Chat server-side development of the program source code, worth a visit!)

用MFC写的商品管理系统，功能完善，可以增加删除查询修改以及统计商品信息(Written with MFC merchandise management system fully functional, you can add delete modify the query and statistical information goods)

基于TMS320F28335道路交通灯控制系统设计,此为课程设计大作业内容，对在校大学生有很大帮助。(Based on the TMS320F28335 road traffic lights control system design, this is the curriculum design of the contents of the university students have a great help.)

使用VC++语言基本实现菜单栏的基本功能(VC++ language using the basic realization of the basic functions of the menu bar)

This code is the simple SetThreadContext code. This is suitable for beginner of Visual C++.

给MT4系统EA编程的入门级详细源码解说，力求让更多的MT4爱好者通过这个源码走进EA的时间。(EA for MT4 system programming code entry level detailed explanation, to allow more fans through this source into the MT4 EA time.)

一些实用小程序，有成绩等级划分、特殊图形输出等，均系原创。(Some useful applets and good performance grading, special graphics output, etc., are in original.)

课堂随机点名系统。MFC实现。要求能完全实现我们的点名程序已有的功能。即事先从教务处网站上下载某班的学生名单并存盘备用。你的程序能够以某种方式有选择性的加载某个班的存盘文件并把相应的学生信息读入内存，然后以随机的方式来查找某个学生的信息并把它显示出来以实现点名。(Classroom randomly named system. MFC implementation. Requirements to fully realize our program has been named function. That is, from the Office of Academic Affairs Web site in advance of a class of students download and save the standby list. Your program in some way be able to selectively load a class file and save the students put the corresponding information read into memory, then a random way to search a student' s information and put its name displayed in order to achieve .)

MFC的ODBC数据库编程，具有简单的数据库操作，希望能有帮助。(The MFC ODBC programming, a simple operations, hoping to help.)

给定一个赋权无向图G=(V,E)，每个定点v∈U都有一个权值w(v)。如果U V，且对任意(u,v)∈E有u∈U或v∈U，就称U为图G的一个定点覆盖。G的最小权顶点覆盖是指G中所含顶点权之和最小的顶点覆盖。(Empowering given a undirected graph G = (V, E), each point v ∈ U has a weight w (v). If the UV, and for any (u, v) ∈ E there is u ∈ U or v ∈ U, on U that map G to a fixed-point coverage. G the right to the minimum vertex cover is contained in G refers to the right vertex of the vertex cover and minimum.)