Report

北京航空航天大学出版的matlab从零进阶的原程序代码第1章案例21.4源代码(Beijing University of Aeronautics and Astronautics from zero Advanced matlab published the original program code in Chapter 1 Case 21.4 source code)

算法优化非常好，几乎没有循环，FMCW调频连续波雷达的测距测角，基于matlab GUI界面设计。( Algorithm optimization is very good, almost no circulation, FMCW frequency modulated continuous wave radar range and angular measurements, Based on matlab GUI interface design.)

Robust自动控制讲义，有练习和matlib的例题，自学Robust控制的好教材！(Robust Automatic Control notes, there are exercises and examples of matlib, Robust control of a good self-study materials!)

说明：  MATLAB整数线性规划程序，通过对约束条数的调整，用以求解各类线性规划问题(MATLAB integer linear programming procedures, the number of articles on the adjustment of binding to various types of linear programming problem solving )

说明：  滑膜变结构控制的matlab仿真程序,学习滑膜变结构控制的基础。(Variable structure control synovial matlab simulation program, learning the basis of variable structure control synovium.)

matlab下用于稳定系统设计的库文件，可以作为辅助设计系统的软件使用(Qsyn the Toolbox for Robust Control Systems Design for use with Matlab)

Overview of Basic Image file format and basic matlab code

PDF+论文算法实现源代码"Improving Dictionary Learning: Multiple Dictionary Updates and Coefficient Reuse"由莱斯利N.史密斯和迈克尔·埃拉德，IEEE信号处理快报（2013年）(PDF+ thesis algorithm source code " Improving Dictionary Learning: Multiple Dictionary Updates and Coefficient Reuse" by the Er Ai Leslie N. Smith and Mike Ladd, IEEE Signal Processing Letters (2013))

2fsk误码率的计算,仿真误码率 和 理论误码率 (2fsk bit error rate of computer ，simuation bit error rate and theory )

该文档是一个比较简单的能够获得压缩感知稀疏解的matlab代码-OMP(正交匹配追踪)， 通过离散傅里叶变换将时域接收信号变换到频域上， 得到接收信号的频域稀疏表示，通过OMP算法，求出稀疏解， 并通过重构信号误差衡量该算法代码的精确度。(This document is a simple matlab code -OMP (Orthogonal Matching Pursuit algorithm) by which the sparse solution of compressed sensing can be obtained. Firstly, signals received are transformed from the time domain to the frequency domain by the discrete Fourier transform. Secondly, sparse solutions of received signals are obtained by OMP algorithm. Finally, reconstruction error depicts the accuracy of the algorithm.)