586600314GA_PID

数字波束形成，针对QAM瑞利通道加白高斯噪声的仿真(Digital Beamforming for QAM Rayleigh Channel with White Gauss Noise)

Qt，和 wxWidget 一样，它也是一个标准的 C++库。但是它的语法很类似于 Java 的 Swing，十分清晰，而 且 SIGNAL/SLOT 机制使得程序看起来很明白——这也是我首先选 择 Qt 的一个很重要的方面，因为我是学 Java 出身的 :) 。不过，所谓“成也萧何，败也萧 何”，这种机制虽然很清楚，但是它所带来的后果是你需要使用 Qt 的 qmake 对程序进行预 处理，才能够再使用 make 或者 nmake 进行编译。并且它的界面也不是原生风格的，尽管 Qt 使用 style 机制十分巧妙的模拟了本地界面。另外值得一提的是，Qt 不仅仅运行在桌面环境 中，Qt 已经被 Nokia 收购，它现在已经会成为 Symbian 系列的主要界面技术——Qt 是能够 运行于嵌入式平台的。(Qt, and wxWidget, it is also a standard C++ library. But its syntax is very similar to Java' s Swing, very clear, and SIGNAL/SLOT mechanism makes the program seem to understand- and this is my first choice is a very important aspect of Qt, because I was born to learn Java :). However, the so-called " as also Xiao, also lost" , although this mechanism is clear, but its consequences is that you need to use Qt' s qmake program is preprocessed, it can be reused make or nmake to compile. And its interface is not the native style, despite the use of Qt style very clever mechanism to simulate the local interface. Also worth mentioning is that, Qt only run in the desktop environment, Qt has been acquired by Nokia, it has now become the main interface technology Qt Symbian series is the ability to run on embedded platforms.)

说明：  basic codes of C and C++

说明：  本代码完成了一位数的加减法运算，并实现了在LED屏幕上的显示操作过程(This code completes the addition and subtraction operation of one digit, and realizes the display operation on the LED screen)

说明：  根据输入的决策矩阵，利用AHP方法，进行0-1标准化处理，得出标准化后的结果。(According to the input decision matrix, the AHP method is used to perform 0-1 normalization processing, and the standardized result is obtained.)

这个小程序是用c++实现的约瑟夫环问题，也属于数据结构中的经典算法-This applet is used c++ to achieve the Joseph Central problems in the data structure is a classic algorithm. . .

MULTIPLE KERNEL LEARNING FOR DIMENSIONALITY REDUCTION

最简易实用的串口上位机开发例子，VC++ 环境，最适合没有上位基础的电子工程师，硬件设计师学习。-The most simple and practical example of serial PC development, VC++ Environment, not the most suitable upper-based electronic engineers, hardware designers to learn.

先求解其在稳定泵浦光下的状态，再瞬态求解脉冲光的放大(Solving the first pump light, in a stable state, and then solve the transient pulse of light amplification)

说明：  非常好的典型的微波成像的文章，十分值得借鉴(it is a very good paper about microwave imaging, you may can find some solutions when you do not know about the microwave imaging)