飞鸽传书源码

字符串类，可媲美微软源码-string categories, comparable to Microsoft source code

一本关于Windows API编程方面的书，其中涉及了SDK方面，值得-1 on the Windows API programming books, which involves the SDK, it is worth

关于矩阵的一些基本操作，例如，矩阵的求逆，方阵的的行列试-on some basic matrix operations, such as matrix inversion, the ranks of the phalanx test, etc.

教你如何用C++中的File类Wave类Rect类，对于初学网络开发的人会有些帮助-Teach you how to use C++ The File Class Wave-type Rect class, network development for the beginner who might be helpful

应用背景 选用NI公司的数据采集卡PCI-6023E,进行数据的采集显示,处理等 选用NI公司的数据采集卡PCI-6023E,进行数据的采集显示,处理等 选用NI公司的数据采集卡PCI-6023E,进行数据的采集显示,处理等 关键技术 利用labwindows自带的DAQ助手实现数据的采集,图像显示 利用labwindows自带的DAQ助手实现数据的采集,图像显示 利用labwindows自带的DAQ助手实现数据的采集,图像显示

此代码为C语言编写的ADC0804源代码，需要的请下载-This code for the C language source code of the ADC0804, the need to download the

动态规划----矩阵连乘问题 动态规划法是解决问题的一种方法。它不规定为了得到结果需如何将问题划分为子问题的固定方法，而是按不同输入给出问题的具体实例的子问题划分方法，然后再进行运算、解答问题。 矩阵连乘问题的主要思想如下： 1）设置大小为连乘个数的方阵 2）主对角线上方各元素Di,j(ij)记录获得该最小工作量矩阵分组的第一组的最后一个矩阵的序列号 最后通过下方元素可知最终结果的分组方式。-dynamic programming matrix continually multiply-dynamic programming problem is a problem-solving method. It does not require the results need to be how to divide the problems of the sub- problems fixed, but different input given by the specific example of the problem partition method, and then calculate, and answer questions. Matrix continually multiply the main idea is as follows : 1) the installation of the size of continually multiply the number phalanx 2) above the main diagonal elements Di, j (ilt; J) Matrix Mi continually multiply to the smallest workload 3) below elements Di, j (IGT; J) the record was the smallest workload of a matrix of the first group of a matrix of the final sequence, followed by the final element of the final results of the

2款用C++ 和 MFC 做的工具 一个通讯录和一个计算器-2, with C++ and MFC do tools for an address book and a calculator

正弦波直流脉宽调速系统的仿真模型，实现异步电动机的可逆调速。-Sine wave DC pulse width speed control system simulation model, the realization of the reversible induction motor speed control.

本代码利用组件实现定制文件打开对话框-components of the code used to achieve customized document open dialog