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基于matlab的TSp问题处理，能直接运行(TSp problem matlab-based processing can be run directly)

This is a project in communication domain. It uses the greedy and RCA algorithm to improve the throughput. It uses window ofdm technique . In transmitter side i used IFFT and in receiver side FFT is used. It uses single user channel .

波数域算法又称为距离徙动算法（Range Migration Algorithm，RMA）或-算法，由Cafforio等提出。该算法分析距离处理后信号的二维频谱，通过二维频域匹配滤波进行相位补偿，在完成方位聚焦的同时完全校正距离徙动。由于其中的Stolt变换能克服SAR信号中距离徙动和SRC对斜距的依赖，因此波数域算法是一种理想的成像算法，尤其在处理大斜视角和长合成孔径的SAR数据时。但Stolt变换需要插值，降低了处理效率并引入额外的误差。(The wavenumber domain Algorithm is also called Range Migration Algorithm (RMA) or -algorithm, which is proposed by Cafforio et al.The algorithm analyzes the 2-d spectrum of the signal after the distance processing, carries out phase compensation through the 2-d frequency domain matching filter, and completely corrects the distance migration while completing the azimuth focusing.Because the Stolt transform can overcome the SAR signal range cell migration and SRC dependence on oblique distance, thus wavenumber domain algorithm is an ideal imaging algorithm, especially when dealing with large squint Angle and long synthetic aperture of SAR data.But Stolt transformation requires interpolation, reduces processing efficiency and introduces additional errors.)

说明：  使用正交频分复用传输的LDPCmatlab编码仿真(matlab code for LDPC code by OFDM)

this is matlab code for ICA

off line FX-LMS algorithm to reduce noise from primary path

该程序主要是完成2FSK调制解调这样一个过程。(The program mainly completes the process of the modulation and demodulation 2FSK.)

John D. Anerdson《计算流体力学基础及其应用》 第7章：拟一维喷管流动的数值解。自己编写的Matlab源代码。(The John D. Anerdson " Computational Fluid Dynamics foundation and its applications," Chapter 7: Proposed numerical solution of one-dimensional nozzle flow. I have written Matlab source code.)

空间谱估计的music仿真程序，以及自适应卡尔曼滤波算法。(Spatial spectrum estimation of the music simulation program, as well as the adaptive Kalman filter algorithm)

同步小波变换的MATLAB程序和应用，还有最新的关于同步小波的文章(Synchronous wavelet transform MATLAB programs and applications, as well as the latest articles on synchronous wavelet)