anf_proc

该算法用于自回归输入模型，是一种迭代的算法。其基本思想是基于对数据先进行一次滤波处理，后利用普通最小二乘法对滤波后的数据进行辨识，进而获得无偏一致估计。但是当过程的输出信噪比比较大或模型参数较多时，这种数据白色化处理的可靠性就会下降，辨识结果往往会是有偏估计。数据要充分多，否则辨识精度下降。模型阶次不宜过高。初始值对辨识结果有较大影响。(The algorithm used for autoregressive input model, it is a kind of iterative algorithm. The basic idea is based on data to conduct a filtering processing, after using ordinary least square method to identify the data filter, and then obtain unbiased consensus estimates. But when the process output signal-to-noise ratio is larger or model parameters are too, this kind of data white processs reliability will drop, identification results tend to be biased estimate. Data should fully, otherwise the identification accuracy down. Model order time shoulds not be too high. Initial value to identification results have great influence on.)

基于LMS算法的数字滤波器的应用实例教程(Digital filters based on LMS algorithm application examples)

该程序是是针对铒镱共掺光纤激光器仿真速率方程(Simulation rate equation for erbium-ytterbium co-doped fiber laser)

分别采用RGB模型和HIS模型对图像imageLane.bmp进行锐化，并比较锐化的效果是否相同（两锐化后的图像相减）。(Using RGB model respectively for imageLane image and HIS model for sharpening, BMP, and compared the effect is the same sharpening (two sharpen the image subtraction).)

说明：  可以实现人脸识别，matlab程序的源代码，国外资源，基于PCA算法 (Face recognition can be achieved, matlab program)

该算法主要演示matlab调用C语言程序的示例，包括一个基本的加法运算、一个矩阵截取和一个递归遍历方法，提供给大家参考 运行时首先修改cd命令后面的路径为文件夹当前路径即可自动编译执行(Call the main demonstration of the algorithm matlab example C language program, including a basic addition operation, an interception and a recursive traversal matrix method provides us with reference to first modify the cd command to run the path behind the current path for the folder to automatically compile Executive)

rfid室内定位相关。可以对误差分布进行仿真研究。生成分布图(rfid)

利用Matlab RTW实现控制系统的仿真，使用VC++6.0开发。(Achieved using Matlab RTW control system simulation, using VC++6.0 development.)

基于能量检测的认知无线电感知频谱分析最优化设计(Based on energy detection sensing cognitive radio spectrum analysis to optimize the design)

信源数估计MDL算法MATLAB程序 阵列信号处理(Source number estimation MDL algorithm)