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tanlan_2
no depresss ,matlab code,welcome to use.tanlan_2.txt
- 2007-09-22 10:39:00下载
- 积分：1
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matlab
很好用，大家可以下载之后运行的看看，做向量机的。(Useful, we can run to see after downloading, do vector machines.)
- 2010-09-18 19:54:41下载
- 积分：1
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matlab-utility-hundred-cases
说明： 图像的颜色处置 矢量数据的显示 图像分析 进度条的使用 等100个程序实例(The color image display vector data disposal of the progress bar the use of image analysis such as 100 instances)
- 2011-03-03 16:11:19下载
- 积分：1
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ofdm_signal
说明： OFDM信号的matlab实现，里面有具体的分析和说明(OFDM signals in matlab to achieve, there are specific analysis and description)
- 2008-09-19 10:23:52下载
- 积分：1
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practisef
matlab基础学习资料，包括例题，答案，讲解，符号运算，图像，矩正等(matlab-based learning information, including sample questions, answers, explanations, operator symbols, images, moments, etc. are)
- 2008-04-03 14:31:51下载
- 积分：1
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part2
codes for mimo-ofdm matlab
- 2010-12-24 04:30:50下载
- 积分：1
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LFM
线性调频脉冲及其频谱的仿真；LFM脉冲通过匹配滤波器的过程仿真；LFM脉冲信号高分辨的过程仿真
(Chirp and spectrum simulation LFM matched filter pulse through the process of simulation LFM pulse high-resolution process simulation)
- 2011-08-22 21:29:47下载
- 积分：1
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Texture_moasic
基于灰度共生矩阵和K均值聚类的纹理图像分割，MATLAB实现(texture image segmentation
)
- 2021-04-06 16:49:03下载
- 积分：1
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wavlet
本书以MATLAB7.0中的小波分析工具箱为蓝本，结合工程实际中的各应用领域，讲解了如何应用MATLab来实现小波分析(MATLAB7.0 in this book to the wavelet analysis toolbox modeled, combined with engineering practice in various applications, explain how to apply MATLAB to realize Wavelet Analysis)
- 2008-02-28 11:38:54下载
- 积分：1
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中心差分法
说明： 运动方程中的速度向量和加速度向量用位移的某种组合来表示，将微分方程组的求解问题转化为代数方程组的求解问题，并在时间区间内求得每个微小时间区间的递推公式，进而求得整个时程的反应。 中心差分法是一种显示的积分法，它基于用有限差分代替位移对时间的求导（即速度和加速度）。(Velocity vectors and acceleration vectors in motion equations are expressed by a combination of displacements. The problem of solving differential equations is transformed into the problem of solving algebraic equations. The recurrence formulas of each small time interval are obtained in the time interval, and then the response of the whole time interval is obtained. The central difference method is a display integration method, which is based on the finite difference method instead of the displacement derivative of time (i.e. velocity and acceleration).)
- 2019-02-18 15:55:06下载
- 积分：1
