The_basis_of_MATLAB_programming_language_tutorial

PCM编码把模拟信号转换为数字编码，在通信电路的目的地，脉冲调制解调器将二进制的数字编码重新转换成那些在调制器中有相同量子水平的脉冲。(PCM encoding to convert analog signals to digital encoding, the destination of the communication circuit, the binary pulse modem re-converted into digital code modulator in which the quantum level of the same pulse.)

crc check implementation, galois fiels illusteation

Spatially multiplexing several data streams onto the MIMO channel,the rank of the matrix H and with full rank.

说明：  超声成像的matlab仿真，挺有用的，各位可以尝试改一改。(simulation for ultrasoung imaging)

this is made in matlab hand detection using gaussian mixture algorithm , some other people can use these file to make more advancemnt in it, improvement can be made in these files

精通MATLAB图像处理的基础实例讲解，引入MATLAB基本的运算和举证构造。适用于初学MATLAB者。(Proficient in MATLAB image processing examples to explain the basis for the introduction of the basic MATLAB operations and the burden of proof construction. Apply to beginners who MATLAB.)

1. 对给定语料估计其基音周期。 要求用MATLAB语言实现有关基音检测算法，并给出检测结果。2. 实验语料：aoYiSheng.raw 发音：“茅以升”；时长0.9s；采样率：8kHz；量化精度为16bits/sample；数据格式 LSB,MSB分析帧长:20ms(160样点)总帧数：45(1. Corpus right to set its estimated Pitch. Asked to use MATLAB the pitch detection algorithm, and gives results. 2. Experimental corpus : aoYiSheng.raw pronunciation : "Mao Yisheng"; Time-0.9s; Sampling rate : gunfire; 16bits/sample accuracy of quantification; LSB data format, MSB analysis frame size : 20ms (160 samples) total frame count : 45)

包含两个程序,以蛙跳积分法绘制henon-heiles演化方程的时间演化图,x-y,x-vx,y-vy相图和三维庞加莱截面图.( Contains two procedures to leapfrog integration time evolution plotted in Figure henon-heiles evolution equations, xy, x-vx, y-vy phase diagram and three Weipangjialai-sectional view.)

一些自适应信号处理的算法，ofdm系统仿真 含16qam调制 fft 加窗 加cp等模块，GSM中GMSK调制信号的产生。( Some adaptive signal processing algorithms, ofdm system simulation including 16qam modulation fft windowing modules plus cp, GSM is GMSK modulation signal generation.)

MIMO_OFDM系统中自适应功率分配的算法性能分析，很值得一看！(MIMO_OFDM adaptive power distribution system performance analysis of algorithms, it is worth a visit!)