CROUT REDUTION ALGORITHM

二叉树的集合操作，附带一份程序的试验报告，相当优秀的程序，对深入理解二叉树很有帮助。-binary tree assembly operation, accompanied by a program to the test report, the procedure quite excellent, in-depth understanding of binary tree helpful.

1、打开facedection.dsw，点击运行（运行中途，因为有cvWaitKey(0)命令，所以在停止时按一下任意键盘使继续） （这个方法可能需要安装VC6.0，OPENCV1.0）。 2、或者将集体图片picture和测试照片photo以及人脸分类器haarcascade_frontalface_default.xml拷贝到Debug文件夹中， 双击facedection.exe运行。（这个方法可能不需要安装VC6.0，OPENCV1.0，但我没试过，但猜测可能性不大，因为我没有 将头文件、类库、.dll文件集成。）

最常用的三次样条插值函数，采用VB编写，它既满足一般实际问题的要求，而建立过程相对又不太复杂。-The most commonly used cubic spline interpolation function, the use of VB to prepare, both to meet the general requirements of practical problems, but also the process of establishing a relatively less complex.

进行结构响应分析的Wilson法，是直接积分的基本算法之一，相信进行有限元动力分析编程的诸位都能用上-structural response analysis of Wilson, which is direct integration one of the basic algorithm, believe that the dynamic finite element analysis program you can use

一个简单的字符冒泡排序例子-A simple example for bubble chars sorting.

应用背景The MOEA Framework is a free and open source Java library for developing and experimenting with multiobjective evolutionary algorithms (MOEAs) and other general-purpose multiobjective optimization algorithms. The MOEA Framework supports genetic algorithms, differential evolution, particle swarm optimization, genetic programming, grammatical evolution, and more. A number of algorithms are provided out-of-the-box, including NSGA-II, NSGA-III, ε-MOEA, GDE3 and MOEA/D. In addition, the MOEA Framework provides the tools necessary to rapidly design, develop, execute and statistically test optimization algorithms.关键技术Its key features includes:   * Fast, reliable implementations of many state-of-the-art algorithms   * Extensible with custom algorithms, problems and operators   * Supports master-slave, island-model, and hybrid parallelization &n

这个程序允许您在 c + + 控制台模式中正方形的面积计算。

此程序使线程的树和计算为了遍历写作由 c plus

旅行商问题 某售货员要到若干城市去推销商品，已知各城市之间的路程（或旅费）。他要选定一条从驻地出发，经过每个城市一遍，最后回到驻地的路线，使总的路程（或旅费）最小。 例如：给定4个城市{1，2，3，4}及其各城市之间的路程 最优路线是1,3,2,4,1， 其最短路程是25-a salesman, traveling salesman problem, a number of cities to sell commodities, the known distance between the city (or travel). He selected from a resident, after each city again, the last resident to return to the line, making the total distance (or travel) is the smallest. For example : given four cities (1,2,3,4) and the distance between the city optimal route is 1,3,2,4, 1, the shortest distance is 25

在已知数字区域填充上数字，然后计算未知区域的数字。 使用Visual C++开发，用mfc开发界面，但界面十分简单，主要为计算提供算法。 使用递归算法，计算每个未知数字的区域可能的填写的数字，然后分别去测试该位置数字填写是否正确，直到找到答案或出现冲突。