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基于伯德图的超前校正解析设计法根据所需闭环性能计算校正器的传递函数 (Analytical design method based on the Bode diagram of the lead compensator transfer function of the desired closed-loop performance computing Correction)

Matlab基因遗传的一些入门学习资料和指导(Matlab genetic entry learning and guidance)

用matlab编程FDTD算法的方法和程序演示，是电磁场仿真不可多得的材料。(Matlab programming methods and procedures for FDTD algorithm,suitable for electromagnetic simulation rare materials.)

编程实现基于8×8子块的DCT图像变换，基于JPEG量化矩阵的量化与反量化，基于8×8子块DCT的图像重建；以一幅512×512、8比特/象素的图像为实验对象，计算重建后的PSNR。(Programming based on 8 × 8 sub-block of the DCT image transform, quantization matrix based on the JPEG quantization and anti-quantitative, based on the 8 × 8 sub-block DCT of the image reconstruction to a 512 × 512,8 bits/as Su-image for the experiment, re-calculation of PSNR.)

《小波分析理论与Matlab7实现例程》一书里面各章节的源码，可以直接使用，对于学习很省时间。("wavelet analysis theory and Matlab7 achieve routines," a book which all sections of the source code, can be directly used for the study is time.)

说明：  抛物线型拉格朗日内插滤波器的实现，MATLAB程序(Parabolic Lagrange interpolation filters are implemented, MATLAB program)

现代通信系统（matlab版）（第二版）配套源代码 John G. Proakis等著 刘树棠 译 电子工业出版社出版(modern communication system (Matlab version) (2nd Edition) source code supporting John G. Proak Liushutang is waiting for the translation of the electronics industry published)

采用刚性关节链模型解决了保弧长的曲线变形问题(Based on the technique of inverse kinematic chain，the problem of mid—point—goal deformation is solve)

这是一本研究控制的非常好的多学科书籍！尤其在航天控制领域是每名研究人员必备的参考书籍！(This is a study on the control of very good multidisciplinary books! Especially in the field of space control is every researcher essential reference books!)

粒子群算法，也称粒子群优化算法（Particle Swarm Optimization），缩写为 PSO， 是近年来发展起来的一种新的进化算法(Evolutionary Algorithm - EA)。(For each particle ____Initialize particle END Do ____For each particle ________Calculate fitness value ________If the fitness value is better than the best fitness value (pBest) in history ____________set current value as the new pBest ____End ____Choose the particle with the best fitness value of all the particles as the gBest ____For each particle ________Calculate particle velocity according equation (a) ________Update particle position according equation (b) ____End)