guochengbiasnhi-zyc_new

change matlab figure s icon,可以改变图的icon(change matlab figure s icon, can change the map icon)

说明：  二维离散小波变换和重构（对高通和低通系数分别卷积。。。）(Discrete wavelet transform and reconstruction (high-pass and low pass convolution coefficients...))

Particle swarm optimization algorithm ( 粒子群优化算法)

语音增强算法，基于LsA-MMSE方法，并对其先验信噪比估计器进行了修改，具体过程参看Isal的论文。语音间隙间的音乐噪声也消除了。(speech enhancement algorithms, based on LsA- MMSE, and signal-to-noise ratio of its prior estimate for the changes, See specific process Isal theses. Voice gap between the music also eliminate the noise.)

LMD算法，对信号进行LMD分解，分解的层数可由自己定，并且能得出分解波形~(LMD algorithm, LMD decomposition of the signal,the decomposition of the layers can be set for oneself, and can come to break down waveform ~)

本代码实现动态物体的识别与跟踪，但注意本代码只能检测单物体且背景是静止不动的。(The code identification and tracking moving objects, but note that this code can only detect a single object and the background is stationary.)

说明：  基于MATLAB的树叶图像特征分类识别，图像分析处理 分割 特征提取 分类识别等 (MATLAB-based leaf image feature classification, image analysis and processing, such as segmentation feature extraction classification)

Matlab处理图形图象的一些处理函数使用方法介绍 (Matlab handle graphics images using a number of treatment function introduction)

自适应均衡源码，调试通过，感兴趣的下来试试。(adaptive equalization source code, debugging passed, the interest down try.)

Robotics Toolbox for Matlab(The Toolbox has always provided many functions that are useful for the study and simulation of classical arm-type robotics, for example such things as kinematics, dynamics, and trajectory generation. The Toolbox is based on a very general method of representing the kinematics and dynamics of seriallink manipulators. These parameters are encapsulated in MATLAB R objects—robot objects can be created by the user for any serial-link manipulator and a number of examples are provided for well know robots such as the Puma 560 and the Stanford arm amongst others. The Toolbox also provides functions for manipulating and converting between datatypes such as vectors, homogeneous transformations and unit-quaternions which are necessary to represent 3-dimensional position and orientation.)