mimo_waterfilling

这个程序是关于无线射频识别室内定位系统的源程序，开发环境是matlab。希望对大家能有帮助(This program is about indoor positioning system, radio frequency identification of the source, development environment is matlab. Hope we can help)

This model shows NASA s HL-20 lifting body modeled in Simulink, and Aerospace Blockset. This model simulates approach and landing flight phases using an auto-landing controller.

研究Ｌ ü混沌系统的脉冲鲁棒镇定问题，得到其脉冲鲁棒镇定的充分条件，给出相应的脉冲控制律。通过应用Ｍａｔｌａｂ 中Ｓｉｍｕｌｉｎｋ 工具箱对Ｌü混沌系统进行仿真分析，说明脉冲控制是有效的镇定受扰动混沌系统的方法。 (Study of chaotic systems L ü pulse robust stabilization problem, get a pulse of a sufficient condition for robust stabilization, given the corresponding pulse control law. Through the application of Matlab in Simulink toolbox of chaotic Lü system simulation analysis shows that impulse control is an effective stabilization of chaotic systems by perturbation method.)

Dynamic Matrix Control is the first MPC algorithm developed in early 1980s. It is probably also the most widely used MPC algorithm in industry due to the fact that its internal model, the step response model is easy to obtain in an industrial process. The package provides a dmc function to perform dynamic matrix control and to show the principal of DMC. An example file is included to show how the dmc function can be used to solve a control problem. It only uses basic MATLAB commands. No any other toolboxe is required.

建立自回归滑动平均时间序列模型ARIMA,用来预测未来数据值(time series model-ARIMA to predict the future value )

分块RK法求解一介偏微分方程的matlab程序，参数自己设计即可，包括自己设定的函数。(Block RK method for solving partial differential equations ordinary matlab program, the parameters can be of their own design, including its own set of functions.)

说明：  这是一个用matlab编的生成最基本神经网络的实例.(This is a series with Matlab generated the most basic neural network examples.)

Generates a codgray code. It is used when we don t have the communications package in our matlab

矩形波傅里叶变换，n=1,3,5,9,19,39,79,159(Square wave Fourier transform)

几个简单的空域滤波器程序，包括Guassian、laplace和unsharp(A few simple spatial filter process, including the Guassian, laplace and unsharp)