给出4个数， 计算24点， 求出所有的解， 并且计算出总共解的个数， 且一并输出...

使用改进后的全变分算法对地震振幅切片进行处理，可以提高地震剖面的分辨率，增加信噪比。(Using the improved algorithm, total variation for processing seismic amplitude slices, can improve the resolution of seismic profiles, increased signal to noise ratio.)

自己写的matlab代码，利用均值法提取视频的背景(Matlab code writen by myself, using the mean method to extract video background)

动画 uivie 大小变化 uiView的变化(Changes in the size of the animation uivie changes uiView)

pmsg wind inverter and boost converter

这是一个非常完整的pi/4dqpsk 调制解调的matlab仿真，给出了各个阶段的波形图，并且分析了在高斯信道下面的误码率，以及星座图和功率谱(This is a very complete matlab simulation of pi/4dqpsk modulation and demodulation. The waveform diagram of each stage is given, and the bit error rate under Gao Si channel, constellation diagram and power spectrum are analyzed.)

一套指纹识别算法，从指纹的采集到特征提取，全都有。(Is a fingerprint recognition algorithm, from the collected fingerprint feature extraction, all there is.)

基于RSSI的无线传感器网络定位，此算法实现RSSI定位(RSSI-based localization for wireless sensor networks)

Returns the Multilook Amplitude Ratio for correlated channels(Returns the Amplitude Ratio for Multilook correlated channels)

设有离散无记忆信源X,P(X)．二进制费诺编码为：1.将信源符号按概率从大到小的顺序排列2.将信源分成两组――按两组概率之差为最小分．3.上面一组编码为0，下面一组编码为1，一直分到一组只有一个信源为止．4.将一个信源分组得到的0和1全部连接起来，组成该信源的码字，信源即得到自己的费诺编码．(There be no X remembering the message source in case that having being scattered, binary Feinuo of P (X) code is: 1. Will believe that the source sign orders 2 according to probability is minor from arriving at greatly sequence. Will believe that the source divides into two part being allotted 3 according to two set of bad of probability for the minimum. A group of code is 0 above , a group of code is 1 underneath, till dividing till a group only when one believes a source 4. Get up with a 0 and 1 all connection believing that the source is divided into groups and , be composed of the codon owing message a source , believe that the source is to get self Feinuo code Powered )

广义预测控制，基于CARIMA模型，可以给出初学者提供参考。。(Generalized Predictive Control based on CARIMA，for Beginners)