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use GA to deal with 模糊期望值模型问题例题-use GA to deal with the problem fuzzy expectations model example

移动平均预测 ModifyShiftAverageRegress.cs 移动平均也可画趋势图，如下： public double forecast(int interval) 移动平均认为数据是时间序列数据，该方法预测interval个时间间隔后的值 public override double[] getTrendArray() 得到趋势数组，该数组的数据直接在图形中展示出来就可以产生趋势线。 -Moving average moving average prediction ModifyShiftAverageRegress.cs trends can also be painted as follows: public double forecast (int interval) consider moving average data are time-series data, the method of prediction interval of time after the interval the value of public override double [] getTrendArray () be the trend of the array, the array of data directly in the graphical display can be generated by the trend line.

应用背景This application is to focus on the numerical methods in Computational Fluid Mechanics, dealing with aeronautics, hydraulics, heat and mass transfer etc. We konw fluids have the ability to transport matter and its propertities as well as transmit force, therefore fluid mechanics is a subject that is particularly open to cross fertilization with other sciences and disciplines of engineering. The subject of fluid mechanics will be highly relevant in domains such as chemical,metallurgical, biological and ecological engineering.关键技术 SIMPLE (Semi-Implicit Method for Pressure Linked Equations) algrithm is the principal numerical method to numerical simulate incompressible fluid flow, it can remove the difficults of fake pressure disturbance and neglecting specific pressure equation for incompressible fluid flow successful. The main thoughts and steps of SIMPLE algorithm are given in this application. The single-phase loc

常微分方程数值解法Runge_Kutta解法-Numerical Solution of Ordinary Differential Equations Solution Runge_Kutta

自适应矢量化算法（VQ）源程序VQ-adaptive vector algorithm (VQ) source VQ

这是一个模拟相亲的程序，包括男选女、女挑男等一系列过程，通过数次“选择”，和“抛弃”，确保找到最合适的配对伙伴。最终将整个团队中的人配完对。

人脸识别，是基于人的脸部特征信息进行身份识别的一种生物识别技术。用摄像机或摄像头采集含有人脸的图像或视频流，并自动在图像中检测和跟踪人脸，进而对检测到的人脸进行脸部的一系列相关技术，通常也叫做人像识别、面部识别。

24点Fourier算法，用标准C编写，实现速度优化

资源描述C语言简单迷宫小程序，随机生成迷宫并求解绘图                                                                                                                                                                                                                                                                

RSA算法     1978年就出现了这种算法，它是第一个既能用于数据加密也能用于数字签名的算法。它易于理解和操作，也很流行。算法的名字以发明者的名字命名：Ron Rivest, AdiShamir 和Leonard Adleman。但RSA的安全性一直未能得到理论上的证明。     RSA的安全性依赖于大数难于分解这一特点。公钥和私钥都是两个大素数（大于100个十进制位）的函数。据猜测，从一个密钥和密文推断出明文的难度等同于分解两个大素数的积。     密钥对的产生。选择两个大素数，p 和q 。计算：n