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scm-05-07-2006_program
生成3GPP SCM信道，内含pdf文档包含对程序的详细说明。(3GPP SCM channel generation, including pdf document contains a detailed description of the program.)
- 2007-10-25 13:20:09下载
- 积分：1
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mulitiobjective-evolutionary-Algorithms-
基于多样性测度的改进的多目标进化算法。处理约束问题的改进的多目标进化算法。(Diversity measure based on improved multi-objective evolutionary algorithm. Improved handling Constrained multi-objective evolutionary algorithm.)
- 2010-08-27 20:20:04下载
- 积分：1
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sampling
Sampling theorem. Natural Sampling.
- 2012-04-06 20:46:29下载
- 积分：1
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cloud
一维云模型的评价代码，可以完成评价等功能。(One-dimensional cloud model)
- 2012-10-21 22:38:10下载
- 积分：1
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sparse_in_time
demonstrates the compressive sensing using a sparse signal in Time domain. The signal consists of a UWB (Ultra Wide Band) pulse in time domain. The signal is sparse in Time domain and therefore K random measurements are taken in Frequency domain.
- 2013-03-23 09:10:04下载
- 积分：1
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guangsan
用matlab来实现的衍射模拟实验，便于教学中立体的观看实验结果，这是很好的(using Matlab to achieve the diffraction experiments to facilitate the teaching of stereo viewing the experimental results, This is a good)
- 2006-11-28 11:46:33下载
- 积分：1
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sift_pitch
This MATLAB exercise designs and implements a pitch period detector based on detecting and tracking peaks in the autocorrelation of the LPC error signal during regions of voiced speech. The pitch detection procedure is called the SIFT (Simple Inverse Filtering Tracking) method. The SIFT pitch period detector uses a secondary autocorrelation peak in order to detect and correct pitch period detection errors due to effects such as pitch period doubling and related phenomena.
- 2014-02-14 18:26:43下载
- 积分：1
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Nonlinear-dynamics-chaotic
在 matlab 环境下的用于非线性动力学 混沌 分叉 的源程序，可以照葫芦画瓢(Nonlinear dynamics of chaotic bifurcation procedure)
- 2014-02-25 12:18:41下载
- 积分：1
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HoughObject
Circles
We can extend the Hough transform to other shapes that can be expressed parametrically. For example, a circle of
fixed radius can be described fully by the location of its center (x, y).
Think of each feature (edge) point on the circle as saying, ”if I’m on the circle, the center must be in one of these
places”. It turns out that the locus of these votes is itself a circle.
But what about circles of unknown size? In this case, we need a third parameter: the radius of the circle. So, we can
parameterize circles of arbitrary size by (x, y, r). Instead of casting votes in a circular pattern into a two-dimensional
accumulator, we cast votes in circles of successively larger size in a three-dimensional accumulator.
- 2010-03-09 06:46:32下载
- 积分：1
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rescreenshotrecordings
here to import the pictures and how to segment the picture. how to add the noise. some screen shots will be added this file.
- 2013-10-01 23:39:48下载
- 积分：1
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