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huguangshumatlab
经典信号处理程序可以为初学者提供一点点帮助吧
(Classical signal processing procedures can be provided for beginners a little bit of help you)
- 2007-09-16 16:22:38下载
- 积分:1
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2D
说明: Riemann integral. Adaptative method, 2D
- 2009-10-28 07:19:20下载
- 积分:1
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test_b
second test modulation
- 2010-11-14 23:10:54下载
- 积分:1
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supclust
模糊减法聚类,模糊聚类的matlab实现!(Fuzzy subtractive clustering)
- 2014-09-10 16:12:54下载
- 积分:1
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N-sparse
创建一个n维的稀疏数组对象,n是任意值。 定义N可能是大于2的一类n维稀疏阵列。然而,它应该被认为是一种起动方式与普通的MATLAB稀疏矩阵和重塑它有N维度。换句话说,稀疏的数据,首先必须能够作为一个普通的2D MATLAB稀疏矩阵被前n维。事实上,如果目标数组的尺寸mxnxp……yxz,然后将它存储在内部类是一个普通的二维稀疏阵列的尺寸(M×N×P×……×Y)XZ。这导致了某些内存株时使用大量的尺寸。我发现有用的类主要用于中等尺寸像三维图像边缘检测,你经常要举行一个稀疏的3D的边缘地图。(Creates an N-dimensional sparse array object, for arbitrary N.This submission defines a class of N-dimensional sparse arrays for N possibly greater than 2. However, it should really be thought of as a way of starting with an ordinary MATLAB sparse matrix and reshaping it to have N dimensions. In other words, the sparse data must first be able to exist as an ordinary 2D MATLAB sparse matrix before being made N-dimensional. In fact, if the intended array has dimensions MxNxP...YxZ, then the class will store it internally as an ordinary 2D sparse array of dimensions (M*N*P*...*Y)xZ. This leads to certain memory strains when using large numbers of dimensions. I find the class useful mainly for moderate dimensional things like edge detection in 3D imaging, where you often want to hold a sparse 3D edge map.
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- 2013-10-21 20:43:18下载
- 积分:1
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the-monogenic-signal
这是一篇详细介绍单演信号的始祖性文章,内容详尽,文章出自信号处理领域的顶级起开Signal Processing,对于想认真学习单演信号的人来说很有帮助(a good paper for the monogenic sigal)
- 2014-12-06 20:48:28下载
- 积分:1
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segmentation
使用分水岭算法进行图像分割,包含边缘检测,傅里叶变换滤波等内容,文件包含.m源码以及测试图片
(Using the watershed algorithm for image segmentation, including edge detection, Fourier transform filtering,containing source code and test images)
- 2015-01-14 16:30:41下载
- 积分:1
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rscale
eliminate the steady-state error to a step reference
- 2013-05-01 21:45:09下载
- 积分:1
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matlab_pca
用matlab处理的人脸识别,基于pca算法(Matlab deal with face recognition based on pca algorithm)
- 2012-05-04 22:36:01下载
- 积分:1
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integral
Monte-Carlo Integral
- 2015-03-20 23:13:09下载
- 积分:1