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这是电网、理论中实现矩阵快速变换的程序代码，附有使用说明书，技术说明(This is a grid, matrix theory, to achieve rapid transformation of the program code, with the use of brochures, technical notes)

自己学习svm，编写的几个svm实例代码(Their own learning svm, svm example code written in several)

通过matlab程序编辑雅可比算法的源代码，实现雅可比算法解决数学问题(Matlab program by editing the source code for Jacobi algorithm to achieve the Jacobi algorithm to solve mathematical problems)

说明：  CA算法可以将数量型属性划分成若干个优化的区间，它综合了分层聚类于划分聚类的优点，对于给定的不同的初始类个数，CA算法能随着迭代过程的不断进展改变类的数目，一些竞争力差的类即类的基数小于给定阙值的类将在迭代过程中不断消失，最终得到能够有效体现数据实际分布情况的优化聚类个数。(CA algorithm for quantitative attributes can be divided into a number of the interval optimization, hierarchical clustering which combines the advantages of clustering in the division, for a given number of different types of initial, CA algorithm as the iterative process the continuous progress of change in the number of categories, some categories of poor competitiveness of the base type that is less than the value of a given category Que iterative process will continue to disappear and eventually be able to effectively reflect the actual distribution of data to optimize the number of clustering.)

Least Mean Square using matlab

1、LorenzData.mat - Lorenz 离散序列的数据文件，5000个点，内有变量：x,y,z 2、Volterra_main_luzhenbo.m - Volterra自适应预测主文件 3、Volterra_train.m - Volterra自适应预测训练部分 4、Volterra_test.m - Volterra自适应预测测试部分 5、PhaSpaRecon.m -混沌序列的相空间重构 6、TrainTestSample.m -相空间中点的轨迹分解成：训练样本与测试样本 7、PhaSpa2VoltCoef.m -由相空间构造 Volterra 自适应 FIR 滤波器的输入信号矢量 Un 8、FIR_MSE.c - 自适应滤波MSE算法，在matlab命令窗口中用：mex FIR_MSE.c 进行编译 9、FIR_MSE.dll - mex FIR_MSE.c 命令编译生成的动态链接文件(lorenzMATLAB simulation and analysis of system dynamics behavior, MATLAB simulation and analysis of system dynamics behavior)

Radar detection /target tracking and multitarget tracking

说明：  利用六点格式有限差分求解单波方程，精度为四阶(Using six point finite difference scheme to solve single wave equation, the accuracy is fourth order)

说明：  利用QR算法解household变换阵，用Householder变换法对矩阵A作正交分解(QR Algorithm for household use transformation matrix)

Study of optimal total cost of active power in AC-DC systems