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MATLAB
环境下构建一种新的系统辨识仿真工具箱(SIST: System Identification Toolbox)的原理与实现,讨论了在MATLAB 环境下工具箱的数据和算法结构形式,以及利用GUIDE完成图行界面的设计,用MATLAB 与C++混编技术实现物理系统的I/O 接口和系统辨识... (err)
- 2008-01-21 20:39:23下载
- 积分:1
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convlutional_network_GPU
卷积神经网络的GPU实现。使用GPU计算来加速神经网络训练。(GPU convolution neural network implementation. Accelerate the training time)
- 2014-08-07 20:44:20下载
- 积分:1
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ensemble
This code for ensemble kalman filter
- 2012-08-10 00:33:18下载
- 积分:1
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SVMLS_v0
defective image finding
- 2013-03-16 12:33:53下载
- 积分:1
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Connected-Component-based-text-region-extraction
The basic steps of the connected-component text extraction algorithm are given below,
and diagrammed in Figure 10. The details are discussed in the following sections.
1. Convert the input image to YUV color space. The luminance(Y) value is used for
further processing. The output is a gray image.
2. Convert the gray image to an edge image.
3. Compute the horizontal and vertical projection profiles of candidate text regions
using a histogram with an appropriate threshold value.
4. Use geometric properties of text such as width to height ratio of characters to
eliminate possible non-text regions.
5. Binarize the edge image enhancing only the text regions against a plain black
background.
6. Create the Gap Image (as explained in the next section) using the gap-filling
process and use this as a reference to further eliminate non-text regions the
output.
- 2014-12-16 00:41:34下载
- 积分:1
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MUD_plot
误码率-信噪比曲线函数MUD_plot.m:(mud_plot.m)
- 2009-05-19 22:41:53下载
- 积分:1
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2797
关于微弱信号跟踪的一篇相当好的论文,基于BACIX接收机的(A paper about tracking of weak GPS signal, based on BACIX receiver.)
- 2011-11-18 15:16:25下载
- 积分:1
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DRP4_13p
solves 1d linear wave eq. by 4th order 13 point DRP scheme
- 2014-02-24 18:10:46下载
- 积分:1
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MAGNITUDE-AND-PHASE-RESPONSE-OF-BANDPASS-AND-STOP
MAGNITUDE AND PHASE RESPONSE OF BANDPASS AND BANDSTOP FILTER
- 2013-12-28 01:04:08下载
- 积分:1
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savgol
低通滤波器,对数据进行平滑,也叫做最小二乘法,Savitzky-Golay算法(a particular type of low-pass filter, well-adapted for
data smoothing, and termed variously Savitzky-Golay, least-squares, or DISPO
(Digital Smoothing Polynomial) filters. Rather than having their properties defined
in the Fourier domain and then translated to the time domain, Savitzky-Golay
filters derive directly from a particular formulation of the data smoothing problem in
the time domain)
- 2010-07-22 10:49:43下载
- 积分:1