语音信号滤波程序（低通、带通、多带通、fft卷积滤波 自己动手做的...

这是一个真正棘手的问题为正整数 x 让定义函数 f (x) = 1 * (1! + x) + 2 * (2! + x) +。+ x * (x! + x)."k!"意味着阶乘： k ！= 1 * 2 * ..* k 厨师想要计算 F(p1) + F(p2) +......+ F(pn)。答案可能是大的帮助他，计算模 m.InputFirst 线的值包含两个整数 n 和 m.Next 行包含 n 以空格分隔的整数 pi。

单纯型法程序算法-simple algorithm Act procedures

计算时间序列的多重分形过程，包含详细的描述和源代码

资源描述void creatWay(int (*mg)[N],int x, int y)//在迷宫中产生一条路，使用图的深度遍历思想来实现， { static int dir[4][2] = {0, 1, 1, 0, 0, -1, -1, 0};////将要走的4个方向保存在二维数组中 int zx = x*2; int zy = y*2; int next, turn, i; mg[zx][zy] = 0; if(rand()%2) turn = 1; else turn = 3; for(i=0,next=rand()%4;i

 ；

军团问题， 某国家在一条战线上（一条直线）上部署了n 支军队。如果两支或两支以上军队相邻，它们将形成一个军团。如果一支军队不和任何一支军队相邻，那么它也是一个独立的团。给定一组军队在战线上左右两端的位置及编号，求出所有的军团 -Corps issues, a country in a front (a straight line) on n-support forces deployed. If two or more than two neighboring armies, they will form a regiment. If an army is not adjacent to any one army, then it is also an independent regiment. Given a group of troops on the front left and right ends of the location and number, find all of the Army

包括了数学数值计算中重要的算法实现，基于类的思想便于调用参考。-Includes the numerical calculation of the important mathematical algorithm, based on the type of thinking of easy reference call.

给定一块宽度为W的矩形板，矩形板的高度不受限制。现需要从板上分别切割出n个高度为hi，宽度为wi的矩形零件。切割的规则是零件的高度方向与矩形板的高度方向保持一致。要求求出一种切割法使得所使用的矩形板的高度h最小．用递归及分治法解此问题-given a width of the rectangular plate W, the height of rectangular plate unrestricted. Board is required from the respective cut out n height of the hi, wi width of the rectangular parts. Cutting parts to the rules of the height of the rectangular plate with a high degree of consistent direction. Asked obtained a law made by cutting the use of the rectangular plate height h minimum. Using recursive and partition Solving this problem

资源描述本程序是关于模糊粒子群优化算法的程序，具有用于优化函数等功能，通过改变代价函数优化不同函数等。

Givens transformation是向量的旋转变换。它可将被变换向量旋转成模与之相同的其它向量。其应用之一是QR分解。-Givens transformation is the vector of the rotation transformation. It can transform vector will be rotating into the same mold with the other vector. One of its applications QR decomposition.