fir

用matlab实现Bezier曲线，一个很使用的matlab程序源码，经过调试成功的(Matlab achieve Bezier curves with, a very used matlab program source, after successful commissioning)

里面搜集了各种用matlab编写的回归分析算法，相信对参加建模竞赛的同学们会有所帮助。(Which collected a variety of regression analysis using algorithms written in matlab, I believe the students who participate in modeling contest will help.)

general genetic agorithm coding

基于matlab的gps系统定位仿真，模拟伪距测量结果，进行用户定位计算(Gps system based on matlab the positioning simulation, analog pseudorange measurements, user location)

包括matlab使用的经典的一百个例子。能让你从中总结出matlab的精髓(Including the use of matlab classic example of the 100. Allows you to sum up the essence of matlab)

这是我的论文要设计程序,通过设计QMF(CQF,OQF)滤波器,研究针对不同的滤波器阶数，采用批量算法，实现和比较波形编码的效率和精度(This is my thesis to the design process, through the design of QMF (CQF, OQF) filter to study the filter for different order, using bulk algorithms, and comparison of waveform coding to achieve the efficiency and accuracy)

wsn节点算法，基于dv-hop的wsn算法。matlab程序源(wsn Node Algorithm)

matlab的函数逼近算法，常用的里面都有，希望对你会有帮助(matlab interpolation algorithms, which are commonly used, in the hope you will help)

Ogg vorbis audio cutter software

说明：  给定n种物品和一个背包,物品i的重量是Wi,价值是vi,被包容量是C,应该如何选择装入被包的物品,使得装入背包中物品的总价值最大?对于每种物品i,只有两种选择,装入或者不装入. 输入:第一行两个正整数n(物品数)和C(容量) 第二行n个正整数n,表示物品价值 第三行n个正整数n,表示物品重量 输出:第一行表示总价值 第二行n个数(0/1),0表示物品不装入,1表示装入 例如, 输入: 5 10 6 3 5 4 6 2 2 6 5 4 输出 15 1 1 0 0 1 (Species of a given n items and a backpack, the weight of item i is Wi, the value of vi, was packet capacity is C, should be how to choose a package of items to be loaded, the backpack load in the largest total value of goods? For each item i, there are only two options, loaded or not loaded. Input: the first line of the two positive integer n (the number of items) and C (capacity) of the second line of n positive integer n, that the value of the third line of n positive integer n, that the weight of output: the total value of the first line of the second line, said n number of (0/1), 0 that the items do not load, that load 1 for example, enter: 5,106,354,622 6 5 4 output 15 1 1 0 0 1)