ieee33

matlab Reference Model

遗传算法的概念最早是由Bagley J.D在1967年提出的；而开始遗传算法的理论和方法的系统性研究的是1975年，这一开创性工作是由Michigan大学的J.H.Holland所实行。当时，其主要目的是说明自然和人工系统的自适应过程。 (The concept of genetic algorithm by the Bagley JD was first proposed in 1967 and start method of genetic algorithm theory and systematic research in 1975, this pioneering work is undertaken by the University of Michigan JHHolland the practice. At that time, its main purpose is to describe the natural and artificial adaptive process.)

the program Virtual drive7.1.rar

地震勘探中常用的marmousi模型，用matlab绘出的原始图像，用线性插值，领近插值，双线性插值等多种差值方法来对marmousi模型进行处理(Marmousi commonly used in seismic exploration model of the original image using matlab plot, using linear interpolation, brought nearly interpolation, bilinear interpolation method for a variety of difference to be processed for marmousi model)

code for denoising and restoration using total variation restoration regularization

本程序是现代谱导航分析中的惯性导航中的姿态角度的分析的matlab程序，经过仿真验证，获得较为准确的结果。(The navigation program is modern spectral analysis of inertial navigation in the analysis of the attitude angle of the matlab program, through simulation, to obtain more accurate results.)

说明：  高嵌入维混沌负荷序列预测方法研究 对混沌理论的又一次研究(High load embedded chaotic series prediction)

基于傅里叶变换的matlab下的二维周期性光子晶体带隙的计算绘图程序，属于冷门资料，网上很少见。(Based on Fourier transform matlab under the two-dimensional periodic photonic bandgap calculation drawing program, belonging to popular information, online rare.)

Fisher判别实现鸢尾花数据集中三类特性两类样本情况下的分类(Fisher discriminant achieve Iris dataset classified into three categories characteristic of the two kinds of case)

JITTERBUG 是一个用来仿真线性控制系统的Matlab工具箱。通过JITTERBUG，我们能得到延时、数据丢失对系统的性能影响。同时，这个工具箱还能计算控制系统中信号的谱密度。(JITTERBUG [Lincoln and Cervin, 2002] is a MATLAB-based toolbox that allows the computation of a quadratic performance criterion for a linear control system under various timing conditions. Using the toolbox, one can easily and quickly assert how sensitive a control system is to delay, jitter, lost samples, etc., without resorting to simulation. The tool is quite general and can also be used to investigate jitter-compensating controllers, aperiodic controllers, and multi-rate controllers. As an additional feature, it is also possible to compute the spectral density of the signals in the control system. The main contribution of the toolbox, which is built on well-known theory (LQG theory and jump linear systems), is to make it easy to apply this type of stochastic analysis to a wide range of problems.)