tangent-correction

原始单纯形法（大M法，无需给出初始基变量）。输入：C是n维行向量，A是m*n的系数矩阵，b是m维列向量 输出：x最优解（如果有的话），fval最优值，flag解的状态说明，interation求解时的循环次数(The original simplex method (big M method, without giving the initial basic variable). Input: C is the n-dimensional row vector, A is the coefficient matrix of m* n, b is the m-dimensional column vector Output: x the optimal solution (if any), fval optimal value, flag state solution description, interation when the number of cycles to solve)

这是我在学习过程中找的用matlab求解优化问题的很不错的一个方法介绍。(This is what I look for in the learning process of using matlab for solving optimization problems in a way very good introduction.)

MATLAB实现的移位寄存器，可以很容易在网上找到框图，原理也很简单，适合初学者参考。(MATLAB implementation of the shift register, you can easily find online diagram, the principle is very simple, suitable for beginners reference.)

本文主要介绍了如何在MATLAB中创建s函数，s函数的定义、功能以及如何正确的编写s函数，从而简化MATLAB的编程，使MATLAB模块更加清晰。(this passage mainly describe the s function in MATLAB about creating this function and how to use this function)

说明：  系统辨识与自适应控制MATLAB仿真 系统辨识/自适应控制/matlab仿真/源程序(System identification and adaptive control MATLAB simulation Adaptive system identification/control/matlab simulation/source)

该程序是在通信中实现调制的，这里是实现幅度调制的(The program is implemented in the communications modulation, here is the realization of amplitude modulation of the)

三相异步电机转差频率矢量控制模型，通过spw正弦脉冲调制控制逆变器(Three-phase induction motor slip frequency vector control model through the the spw sinusoidal pulse modulation inverter control)

通过ifft变换，实现美国六级轨道谱的不平顺时间域信号模拟( the simulation of track irregularity based on the ifft transform )

基于mv准则的波束赋形算法，可以根据来波方向向三个方向形成波束(Mv criteria-based beamforming algorithm, according to wave direction to form a beam in three directions)

Volterra_混沌序列的相空间重构程序，利用matlab编程，可以将一维时间序列重构到高维空间，挖掘出隐含的信息，提高预测精度，以Volterra混沌序列为例，展示混沌的美妙(Phase space reconstruction program, Volterra_ chaotic sequence using matlab programming, refactoring can be one-dimensional time series into a high dimensional space, dig out the hidden information, improve forecast accuracy, Volterra chaotic sequence, for example, showing the chaotic wonderful)