lnmf

说明：  DDS的MATLAT建模，对于用MATLAB建模的DDS设计者可供参考(DDS' s MATLAT modeling, modeling of the DDS for the designers to use MATLAB for reference)

本软件是线性调频（LFM）脉冲压缩雷达仿真系统的一部分，具有典型性和实用性，希望对搞雷达仿真的朋友们有所帮助。(the software of linear frequency modulation (LFM) radar pulse compression part of the simulation system, classic and practicality, and I hope to engage the radar simulation friends help.)

you can implement PCA using this code and facedata. This code describes average face of data.

The main idea behind this book, and the incentive for writing it, is that strong connections exist between adaptive filtering and signal analysis, to the extent that it is not realistic—at least from an engineering point of view—to separate them. In order to understand adaptive filters well enough to design them properly and apply them successfully, a certain amount of knowledge of the analysis of the signals involved is indispensable. Conversely, several major analysis techniques become really efficient and useful in products only when they are designed and implemented in an adaptive fashion. This book is dedicated to the intricate relationships between these two areas. Moreover, this approach can lead to new ideas and new techniques in either field.

用小波变换实现医学图像的增强，重构小波变换的函数，实现该功能。(Medical image enhancement using wavelet transform and the reconstruction wavelet transform function to fulfill the function.)

仿真Alamouti 2发1、2发2收空时编码性能，调制方式为QPSK(simulation of Alamouti space-time coding performance, the modulation scheme is QPSK)

闭环充电机仿真图，看了这图你就会做充电机了。(Closed-loop simulation charts charger, read this plan you will do a charger.)

说明：  系统介绍了Mallat小波基算法，并且给出了一些实验的matlab程序(System introduced Mallat wavelet algorithm, and gives some experimental matlab program)

该文件为粒子群算法优化支持向量机模型参数的matlab代码 支持向量机模型为专门用于处理不平衡数据的成本控制型支持向量机模型(Matlab code of the file support vector machine model parameters for particle swarm optimization support vector machine model for cost control, support vector machine model for dealing with imbalanced data)

常微分方程的初值问题多种求解方法 各种犀利算法 (Initial value problems for ordinary differential equations to solve a variety of ways)