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DWT_1D_and_DWT_2D.m
内共有两个程序:1.用Mallat算法实现一维小波变换;2.用DWT实现二维小波变换。
从仿真图可以加深对小波概念及小波变换的原理。(A total of two procedures: 1. Mallat algorithm using one-dimensional wavelet transform 2. With the realization of two-dimensional wavelet transform DWT. From the simulation wavelet map can deepen their understanding of the concept and the principle of wavelet transform.)
- 2008-06-25 07:55:27下载
- 积分:1
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adboost-demo
adboost算法的一个例子。在Kearns和Valiant在1989年大作中指出了这种算法的可行性。而后,Freund在
1990年以及他和Schapire在 1994-1996年提出了boosting整个算法思路,似乎这种算法走到
了实际应用的开端。然而直到AdaBoost被viola在其人脸识别系统中运用(2001Viola和
Jones),这种方法才彻底开始暴火.(An example adboost algorithm. Kearns and Valiant pointed at the feasibility of this method in 1989 masterpiece. Then, Freund and Schapire he made in 1990 and in 1994-1996 the idea of boosting the entire algorithm, this algorithm seems to come to the beginning of the practical application. However, until the use of AdaBoost is viola (2001Viola and Jones) in its face recognition systems, this approach was completely start a fire storm.)
- 2013-12-28 22:44:27下载
- 积分:1
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Digitalimageprocessing
may be helpful to fresh man
- 2010-11-02 22:40:27下载
- 积分:1
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New_test1
the example source code for the pmw generate signal
- 2010-02-25 20:13:25下载
- 积分:1
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MATLAB
matlab2010具有不可比拟的新的功能,希望大家能够喜欢(matlab 2010 has many essencial function .I hope every one coming here will love it.)
- 2012-04-12 23:56:30下载
- 积分:1
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Gaussn_Clutter
在高斯背景下,测试在随机信号情况下的大特征值个数问题,并仿真了杂波功率谱(Gaussian background, test the number of large eigenvalues in the case of random signals, and simulate the noise power spectrum)
- 2012-05-24 00:41:48下载
- 积分:1
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pso1
基本粒子群程序,可以给急需的人提供些帮助。
(Of the particle swarm program)
- 2012-11-21 16:27:51下载
- 积分:1
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firstcharpter
《精通MATLAB与C/C++混合程序设计》刘维第二版( Proficient in MATLAB and C/C++ mixed programming design second edition of Liu Wei)
- 2015-04-10 21:50:17下载
- 积分:1
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Desktop
it takes image as input in matlab , than convert it into its equivalent hex value and than save into text file.
- 2015-04-16 22:33:04下载
- 积分:1
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Smscorrelation
求逐月异常序列x(n,12)和y(n,12)(n是年)的相关系数r(24),其中j=1~12是1~12个月的情形,13~22是冬、春、夏、秋、冬季逐月、春季逐月、夏季逐月、秋季逐月、逐月、年、冬半年逐月(NDJFMA)、夏半年逐月(MJJASO)的序列的情形
(Abnormalities associated)
- 2014-01-19 22:36:55下载
- 积分:1