critical-speed

wimax的固定版本的链路级仿真matlab平台，内容详尽(wimax fixed version of the link level simulation matlab platform, detailed)

采用matlab开发的用于车牌分割的开发程序,识别率高(The development of the use of matlab for the development of procedures for license plate segmentation, recognition rate is high)

在数值分析中，比较CG和Lanczos的计算结果.并比较了不同特征值情况下的计算结果。(in numerical value analyse, Compare the CG and Lanczos, futher more, we compare the CG and Lanczos in the different eigenvalue.)

基于自适应算法的系统模型识别，本程序中使用低通FIR滤波器模拟未知系统，可以变换未知系统。输出系统的幅频特性曲线(Recognition system based on adaptive algorithm model, using low pass FIR filter is simulated in this program the unknown system, can change the unknown system.Output system of amplitude frequency characteristic curve)

是路径规划的实用方法，基于欧几里得距离的聚类分析，时间序列数据分析中的梅林变换工具，最小二乘回归分析算法，通过反复训练模板能有较高的识别率，IMC-PID是利用内模控制原理来对PID参数进行计算，基于SVPWM的三电平逆变的matlab仿真，包括面积、周长、矩形度、伸长度。( Is a practical method of path planning, Clustering analysis based on Euclidean distance, Time series data analysis Mellin transform tool, Least-squares regression analysis algorithm, Through repeated training XxaYeFylate have higher recognition rate, The IMC- PID is using the internal model control principle for PID parameters is calculated, Based on SVPWM three-level inverter matlab simulation, Including the area, perimeter, rectangular, elongation.)

this is bujnak_matlab

Lab to rgb conversion

处理RD3格式的matlab工具包 ，主要实现rd3文件的读取(RD3 treatment matlab toolkit format, the main document read realize rd3)

说明：  刘金坤的《先进PID控制及其MATLAB仿真》所有实例的源码，是学习各类PID控制的经典资料(Liu Jinkun the &quot Advanced PID Control and MATLAB Simulation&quot all instances of the source code, is to learn the classic information on various types of PID control)

In this paper, the concepts of Daubechies wavelet transform are discussed. The Daubechies wavelets are a family of orthogonal wavelets defining a discrete wavelet transform and characterized by a maximal number of vanishing moments for some given support. With each wavelet type of this class, there is a scaling function which generates an orthogonal multi resolution analysis.