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simulink-file
backstepping example simulink file (matlab)exist in this file
- 2011-06-05 23:50:18下载
- 积分：1
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支持向量机的MATLAB工具箱
说明： 基于MATLAB的源SVM程序包，请试用(based on MATLAB source SVM package, please try)
- 2006-01-02 23:29:53下载
- 积分：1
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cavpro
该程序是在flac下运行的，没找到flac，所以用matlab表示了，供岩土力学研究方向学习(The program is run under flac, did not find flac, so use matlab shows for rock mechanics research study)
- 2015-01-05 21:09:46下载
- 积分：1
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S-PID
针对正弦信号的PID响应进行控制，系统采用基于S函数的simlink仿真。(In view of the sine signal response to the PID control, the system adopts simlink simulation based on S function.)
- 2016-08-21 18:06:40下载
- 积分：1
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IKH
能作为所有金融分析提供一目了然的效果，结合了移动平均和转势信号(Can serve as a glance of all financial analysis of the effect of a combination of moving average and the transfer potential signal)
- 2009-12-04 19:47:09下载
- 积分：1
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convolutional_encoder
the code simulate the transmission using convlutional encoder and vetirbi decoder
- 2012-05-22 22:36:58下载
- 积分：1
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signalOK
一个FastICA的实例程序，希望对学习ICA的同志有所帮助(FastICA instance a program, I hope to learn ICA comrades help)
- 2011-07-18 17:00:08下载
- 积分：1
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ofdm-2channelest
OFDM ls和LMMSE的信道估计。比较详细，可以运行结果。(The OFDM ls and LMMSE the channel estimation. In more detail, you can run the results.)
- 2013-04-30 03:27:20下载
- 积分：1
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Quasiortho
准正交空时分组码仿真，采用了分组译码而不是常规的单独译码。(quasiorthodox SFBC simulation)
- 2015-02-26 17:17:39下载
- 积分：1
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DCTlicheng
研究表明，构成K一L变换矩阵的向量也就是ToePhtz矩阵的特征向量。与此同时，离散
余弦变换矩阵逼近于ToePutz矩阵的特征向量矩阵，所以离散余弦变换矩阵与自然图像的
K一L变换矩阵十分相似。经过离散余弦变换后的变换系数块的协方差矩阵Cy非常接近对角
阵，即除了对角线元素以外，其它很多元素都近似为0，并且在左上角集中了主要能量。这
反映了自然图像大部分区域变化不大，亮度突变只占少数，即图像能量以低频成分为主的特
性。通过变换后的量化，舍弃对视觉效果影响较小的次要信息，可达到进一步的压缩效果。
虽然从去相关性能的意义上讲，DCT是一种次于K一L变换的准最佳变换，但是从算法实现的角度来看，DCT则远远优于K一L变换。首先，当图像的分块大小确定后，DCT的变换矩阵也就随之确定了，不随输入信号的统计特性变化而变化 其次，二维DCT能够分解成两次一维DCT，有利于硬件实现。
(Studies have shown that constitute a K L transformation matrix vector is ToePhtz eigenvector of the matrix. At the same time, discrete
The cosine transform matrix approximation in ToePutz matrix eigenvector matrix, so the discrete cosine transform matrix and natural images
Is very similar to a K L transformation matrix. After discrete cosine transform, the transform coefficient block of Cy is very close to the diagonal of covariance matrix
Matrix, namely except diagonal elements, many other elements are approximate to 0, and focused the main energy in the upper left corner. this
Reflects the natural images most area changed little, brightness mutations accounted for only a few, the energy is given priority to with low frequency components of image
Sex. Through quantitative after transformation, abandoning smaller effect on the visual performance of secondary information, can achieve further compression effect.
Although from related to the performance of the sense, DCT is a kind o)
- 2013-11-25 16:00:24下载
- 积分：1
