C++的混合高斯模型算法范畴，方差矩阵是对角矩阵…

计算海明码-Calculation of Hamming code

二维图像离散余弦变换：数字图像处理常用例程，可执行文件在Release中，具体说明见Readme。-two-dimensional discrete cosine transform image : Digital image processing routines used, in the Release executable file, specify see readme.

用高斯-赛德尔迭代法求方程组的根。它的原理与简单迭代法相似，但在赛德尔迭代法中，每次迭代时充分利用当前最新的迭代值-With the Gauss- Seidel iterative method seeking the roots of equations. Its principle with simple iterative method similar, but the Seidel iteration method in each iteration to take full advantage of the current value of the latest iteration

主旨表遗传算法-keynote table GA

本程序是用matlab遍写 有很强的实用性-this procedure is used Matlab times was a strong practicality

C常用数值算法－－特征函数-C commonly used numerical algorithm-- eigenfunction

%Markov链%第一种方法A=[0 1243.37 171.92 29.79 0 0 00 0 6983.97 957.97 0 0 00 0 203845.5 9812.96 0 0 034 0 77259.28 11323.64 3851.17 0 4.89128.47 11580.83 917.15 0 5761.7 2397.61 02293.52 79225.61 9979.07 3647.11 0 91339.8 24.360 141.18 964.94 2.2 0 0 28.67];             %原始数据矩阵[m,n]=size(A);                              %计算矩阵的行数和列数Rsum=sum(A");                               %计算矩阵各行数值之和S=Rsum(ones(n,1),:);                        %将各行数值之和平移为矩阵M=(A"./S)";                                 %计算转移概率矩阵%第二种方法A=[0

两个聚类中心之间的最小距离，如小于此数，两个聚类进行-two cluster centers between the minimum distance, as tens of thousands of small, two Clustering

// 矩阵乘法: C=AB, A[m×v],  B[v×n],  C[m×n] ... for row-major matrices   // 允许A,B,C 带入相同参数. double* matr_x(double*C, const double*Ao, const double*Bo, const int m,const int v, const int n){ if(!Ao || !Bo) return 0;    if(!C) C=new double[m*n];  double* A=new double[m*v], * B=new double[v*n];  memcpy(A,Ao,m*v*sizeof(double)); memcpy(B,Bo,v*n*sizeof(double));  请点击左侧文件开始预览 ！预览只提供20%的代码片段，完整代码需下载后查看 加载中 侵权举报

a full 3D simulation of electromagnetic waves with efficient absorbing boundary a full 3D simulation of electromagnetic waves with efficient absorbing boundary conditions SYNOPSIS- a full 3D simulation of electromagnetic waves with efficient absorbing boundary a full 3D simulation of electromagnetic waves with efficient absorbing boundary conditions SYNOPSIS