2011-zhang

Keyword: FLC - RLS APPROACHES/ techniques

This is the matlab file of a ball tracking robo using color identification

交织源程序，卷积交织，分块交织，级联交织等(Interwoven source code, convolutional interleaving, block intertwined, interwoven cascade)

Rayleigh信道中的误码率仿真 Rayleigh信道BPSK中的误码率(The Simulation of Rayleigh channel BER for BPSK in Rayleigh channel )

this is the code for repetition code and ostbc code

宽带无线通信系统的发展面临频谱资源有限、传输环境复杂等挑战，而高性能信道编码等物理层关键技术可以有效应对宽带无线通信系统的传输速率与传输质量需求(Development of broadband wireless communication systems faced limited spectrum resources, environment, transport and complex challenges, and high-performance physical layer channel coding and other key technology can effectively deal with broadband wireless communication system transmission rate and transmission quality requirements)

说明：  本书以最新推出的matlab 6.5中的小波分析工具箱为基础，简单介绍了小波分析得理论基础，重点说明了小波分析工具箱的详细使用方法(The latest book in matlab 6.5 based on wavelet analysis toolbox, get a brief introduction of wavelet analysis theory, focusing on the details of wavelet analysis toolbox to use)

人体舌苔的光谱学研究。。运用光谱法获得表面反射光谱数据。(spectroscopic study of human tongue)

跳频通信中模式相加的原代码（配合Mmod.m，reMmod.m,U.m）一起使用。（附MATLAB库函数说明）(The sum of frequency-hopping mode of communication in the original code (with Mmod.m, reMmod.m, Um) use. (With MATLAB library function description))

Fixed-Point iteration(Function fixed_point(p0, N) approximates the solution of an equation f(x) = 0, rewritten in the form x = g(x), which is a sub-function the user has to enter. the call to the function fixed_point(p0, N) returns the root of the equation f(x),i.e. the fixed-point of g(x), if the procedure is successful or a sequence of iterates in case something goes wrong. p0 is the initial approximation and N the maximum number of iterations. If, after N iterations, condition |x(k)- x(k-1)| < tol is not satisfied, all iterated values will be displayed, accompanied by a message asking the user to either change p0 in case of divergence or enter another g(x) that does not lead to complex numbers arithmetics. Reasons for the program to go wrong are the divergence of iterates and/or appearance of complex numbers for example with functions involving sqrt(x) when one of the iterates is negative. )