winerfilter

ocr feature extraction in matlab for example

This function computes the fourier series of a signal x(t). The amplitudes of the fourier series have the same dimension of the original signal, so this function is useful for immediate computation of the actual frequency components, without further processing.

粒子滤波全套源代码，实现了粒子滤波的全部功能，是粒子滤波提高级程序(A full set of source code particle filter to realize the full functionality of particle filter is a particle filter-class procedures improve)

基于matlab的智能材料-记忆合金的应用，是个不错的源代码，具有一定的价值(Matlab-based smart materials- the application of shape memory alloy, is a good source code, has a certain value)

Particle Swarm Optimization Toolbox (PSO)

comparison of classification of three methods analytical,wavelet,SVMs

发送一个开放声音控制（OSC）的信息通过UDP连接 oscsend（美，路径） oscsend（美，路径，类型，arg1的，arg2的,...) oscsedn（美，路径，类型，[参数]） ü= UDP的对象与打开的连接。 路径=路径字符串 =同类型的参数类型的字符串， 支持： 我=整数 f=浮动 商S =串 每组空（忽略相应的参数） 余=脉冲（忽略相应的参数） T=真（忽略相应的参数） F=假（忽略相应的参数） 乙=布尔（不是官方：将参数为T/在F型） 不支持： b=一滴 参数=参数所指定的类型。 示例 ü=的UDP（ 127.0.0.1 ，7488） 的FOPEN（美） oscsend（ü， /测试 ， ifsINBTF ，1，3.14， 您好 ,[],[],虚假,[],[]) fclose（美） 如需关于振荡信息http://opensoundcontrol.org/。(Sends a Open Sound Control (OSC) message through a UDP connection oscsend(u,path) oscsend(u,path,types,arg1,arg2,...) oscsedn(u,path,types,[args]) u = UDP object with open connection. path = path-string types = string with types of arguments, supported: i = integer f = float s = string N = Null (ignores corresponding argument) I = Impulse (ignores corresponding argument) T = True (ignores corresponding argument) F = False (ignores corresponding argument) B = boolean (not official: converts argument to T/F in the type) not supported: b = blob args = arguments as specified by types. EXAMPLE u = udp( 127.0.0.1 ,7488) fopen(u) oscsend(u, /test , ifsINBTF , 1, 3.14, hello ,[],[],false,[],[]) fclose(u) See http://opensoundcontrol.org/ for more information about OSC.)

这是一些我查找的关于lms自适应滤波算法的论文，都觉得很有用(This is something I find on lms adaptive filter algorithm paper.I feel it useful)

this is LSb source code

A topsis-fuzzy aligorithm to solve multi criteria decision making in an organisation