LLF-to-identify-parameters

此代码为最佳阙值源程序:实现对图像的分割,是一种自动确定最佳阙值的方法,简单易行.(It can be applied into division of a certain picture,and behaves in a simple way with relatively better impact. )

Matlab通信系统的建模仿真 实验一 模拟通信系统的建模仿真(matlab)

基于matlab，计算单模光纤中TM波模场分布，并转换为动态视频( The program is based on Matlab, which can be used to calculate the TM mode in SMFs and transfer the results into animation)

都市供求信息网分为前、后台两部分设计，前台主要实现信息的显示、搜索与发布功能，其中信息的显示包括列表显示与详细内容显示，而列表显示，又分为首页信息列表显示、查看某类别下所有信息的列表显示和搜索结果列表显示；搜索功能主要包括定位搜索和模糊搜索。后台主要实现的功能为信息显示、信息审核、信息删除、付费设置与退出登录，其中的信息显示功能也分为列表显示与详细内容显示。(Supply and demand information network before the city divided into two parts design background, foreground main achievement of the display, search and publishing of information, which displays information including a list of displays and display details, but the list is displayed, the information is divided into the Home display list, see Under a category displays a list of all the information and the search results list displays Search functions include positioning search and fuzzy search. The main function of the background information display, information auditing, information deleted, pay setting and exit the registry, which is also divided into the information display function displays detailed contents list display.)

Conjugate Gradient Method by Yi Cao

matlab bpsk modulation for BER performance

实现基于贝叶斯阈值的小波图像去噪算法，相比较其它的小波去噪算法而言，去噪效果非常好。(Wavelet image denoising based on Bayesian threshold, compared with other wavelet denoising algorithm, the de-noising effect is very good.)

实现降低OFDM的峰均比的源代码，包括SLM PST算法。(OFDM PAPR reduction achieved in the source code, including SLM PST algorithm.)

由OUADDEMO、ZERODEMO和FPLOTDEMO等函数调用的一个函数 humps(x)是一个在x=0.3和x=0.9附近有尖锐极大值的函数 [X,Y]=HUMPS(x)在无输入时，HUMPS将使用x=0:0.5:1返回X(By the OUADDEMO, ZERODEMO and FPLOTDEMO other function calls a function humps (x) is an x ​ ​ = 0.3 and x = 0.9 the maximum value near the sharp function [X, Y] = HUMPS (x) in the absence of input , HUMPS uses X return x = 0:0.5:1)

马尔可夫蒙特卡罗方法，用于计算随机模拟的数值仿真。(Handbook of MCMC)