资源列表
bpskj
- 二进制相移键控(键控调制方法)，樊昌信《通信原理》内容-Binary phase shift keying (keying modulation method), Fan Changxin " Communication Theory" content
bpskm
- 二进制相移键控(模拟调制方法)，樊昌信《通信原理》内容-Binary phase shift keying (Analog modulation methods), Fan Changxin " Communication Theory" content
okumra
- 这是一个okumra模型的matlab编程，能够实现这个模型的算法，并计算出结果。-This is a matlab model okumra programming, be able to achieve this model algorithm, and calculate the result.
7941977HammingCode
- 在matlab下模擬hamming codeing的編解碼過程,碼率為7/11,提供初學者學習-At Analog hamming codeing under matlab codec process, rate of 7/11, to provide beginners Study
MIMO
- 一個用matlab編寫的mimo-ofdm的檔..提供初學者學習.-Prepared using matlab a mimo-ofdm provide beginners the file .. study.
matlabApplicationInterfaceGuide
- matlab应用程序接口用户指南，matlab与其它程序的联合调用-matlab Application Programming Interface User' s Guide, matlab and other procedures for the joint call
coherence_MVDR
- 基于MVDR算法，计算两个信号的相关性的函数。-This program computes the coherence function between 2 signals x1 and x2 with the MVDR method. This algorithm is based on the paper by the same authors: J. Benesty, J. Chen, and Y. Huang, "A generalized MVDR sp
Jacobi2
- The following Matlab code converts a Matrix into it a diagonal and off-diagonal component and performs up to 100 iterations of the Jacobi method or until 蔚step < 1e-5
Bisection
- he basic idea of the method of bisection is to start with an initial interval, [a0,b0], that is chosen so that f(a0)f(b0) < 0. (This guarantees that there is at least one root of the function f(x) within the initial interval.) We then iteratively
tryfzero
- 交互实验 tryfzero， 演示函数FZERO所使用的方程求解方法-Interactive experiments tryfzero, demo function FZERO equation used method
eig_Jacobi
- 求对称矩阵全部特征值的Jacobi方法-Symmetric matrix for all the eigenvalues of Jacobi method
ofdm_simulink_code
- 此程序是通过MATLAB对ofdm基本原理的simulnk仿真程序，包括发送和接收端，能帮助学习ofdm的人更好的理解原理-This procedure are adopted by MATLAB on the basic principles of OFDM simulnk simulation program, including sending and receiving end, to help study OFDM people a better understanding of th