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模糊控制
说明： 模糊控制的C语言实现，双输入单输出，采用查表法进行模糊推理，去模糊方法采用重心法，易于单片机实现(C language realization of fuzzy control, double input and single output, using look-up table method for fuzzy reasoning, using center of gravity method for deblurring, easy to realize by single chip computer)
- 2020-11-17 20:09:39下载
- 积分：1
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LMMSE
lmmse算法的仿真实现，在相关矩阵的求解上比较有技巧性(lmmse Simulation Algorithm)
- 2011-12-02 00:30:42下载
- 积分：1
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大连理工大学矩阵与数值分析上机作业
说明： 利用matlab软件进行数值编程，优化计算。(Matlab software is used for numerical programming and optimization calculation.)
- 2020-06-22 04:40:02下载
- 积分：1
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FFT
FFT源代码 FFT源代码 FFT源代码(FFT source code FFT source code FFT source code)
- 2021-03-09 16:59:27下载
- 积分：1
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FDTD
是以有限差分算法的MATLAB实现，可以运行的，给出谐振腔的场强的表示方法(finite diffenence time domain programmed by matlab language is for cavity, and its elelctro magnetic field can be showed.)
- 2009-04-28 08:17:33下载
- 积分：1
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Nonlinear-code
这是fotran的非线性有限元程序，包括1D，2D程序(fortan NFEM )
- 2012-02-06 08:42:07下载
- 积分：1
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onefrft
一维分数福利叶变换的程序及其调用程序，可以应用于二维变换，实现图像的分数傅里叶变换。(Scores of well-being of one-dimensional Fourier transform of the procedures and called procedures, can be applied to two-dimensional transformation, to achieve the image of the fractional Fourier transform.)
- 2009-09-28 19:37:51下载
- 积分：1
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M_rls
该程序是一种最小二乘滤波算法的matlab实现程序，主要应用于非平稳信号的干扰抑制中(The program is a least squares filtering algorithm matlab implementation program, mainly used in non-stationary signal interference suppression in)
- 2013-04-12 12:29:42下载
- 积分：1
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最速下降法求解方程组
最速下降法就是梯度下降法,可以用于求解最小二乘问题(线性和非线性都可以)。可以说是求解机器算法的最古老、最经典的模型，另一种常用的方法是最小二乘法。(The steepest descent method is the gradient descent method, which can be used to solve the least squares problem (both linear and non-linear). It can be said that it is the oldest and most classical model for solving machine algorithm. Another commonly used method is the least square method.)
- 2019-05-13 21:13:18下载
- 积分：1
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dload
说明： abaqus fortran语言下的dload和vdload程序代码，以显示及隐式实现移动加载(Dload and vdload code in ABAQUS FORTRAN to display and implicitly implement mobile loading)
- 2020-06-18 17:06:45下载
- 积分：1
