lslandlms

图像边缘检测LoG，DoG方法实现，还有图像的低通滤波(LoG and DoG for image edge detection, including lowpass filter)

4 files are included in the package: (1) fs01.m - the 1st-order local linear approximation (LLA) very similar to algorithm by Farmer and Sidorowich (1987). Uses constrained linear least squares (lsqlin) and (2) ts1.m - to reconstruct the vectors of the state space. (3) Example.m - runs fs01 and ts1 to predict (4) composite.txt - synthetic time series of decadal average sunspot number (4 files are included in the package: (1) fs01.m- the 1st-order local linear approximation (LLA) very similar to algorithm by Farmer and Sidorowich (1987). Uses constrained linear least squares (lsqlin) and (2) ts1.m- to reconstruct the vectors of the state space. (3) Example.m- runs fs01 and ts1 to predict (4) composite.txt- synthetic time series of decadal average sunspot number )

现代通信系统matlab版随书代码，很好用的(Modern communication system with matlab edition book code )

ITs IEEE PESGM08 Paper.

Principal component analysis sourcecode in matlab.

直序扩频通信系统仿真实例 程序代码 simulingk仿真(Direct Sequence Spread Spectrum Communication System Simulation simulation code simulingk)

说明：  六个智能体组成多边形队形的队形保持仿真，直接运行FZ1、FZ2、FZ3、FZ5(Six agents form polygonal formation to maintain the formation simulation, directly run FZ1, FZ2, FZ3, FZ5)

接收端自适应均衡器的LMS算法MATLAB仿真实现(Receiver adaptive equalizer of LMS algorithm MATLAB simulation)

正交最小二乘辨识算法 该算法除了实现最小二乘辨识功能之外而且能按照各项重要性将其逐一选出并且估计相应系数(OLS Orthogonal Least Quares. [x, ind] = OLS(A,b,r) gives the solution to the least squares problem using only the best r regressors chosen from the ones present in matrix A. This function also returns in the vector ind the indexes of the best r regressors (i.e., the best columns of A to use). If r is equal to n, the solution x given by OLS is the same as the solution given by A, but in ind we still have the regressors sorted by their importance. This means that one can perform a feature selection by taking the first k entries in ind (k<r).)

信息论的作业 及作业matlab编程应用(Matlab programming applications of information theory, operations and operating)