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ARRAY
学习阵列初阶和晋级高阶的好书,希望对大家有所帮助!(Introduction to learning and promotion of high-end array of books, and they hope to be helpful to everyone!)
- 2007-07-18 08:39:47下载
- 积分:1
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PSO-esn
说明: 这是关于粒子群优化算法优化回声状态网络的材料,特别适合初学者,可以帮助你们快速学习群体智能算法优化神经网络(This material is about particle swarm optimization algorithm optimization esN, especially suitable for beginners, can help you quickly learn swarm intelligence algorithm optimization neural network)
- 2020-11-26 15:59:32下载
- 积分:1
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su
说明: i am upload the matlab programme
- 2009-09-03 12:42:19下载
- 积分:1
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AMI
ami码的波形及功率谱仿真,直接下载就可以运行。(ami code waveform and power spectrum simulation, direct download to run.)
- 2010-12-01 22:13:46下载
- 积分:1
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matlab
说明: matlab常用函数参考,比较有用,尤其是对于使用matlab还不太熟练的编程人员。(matlab common function reference, more useful, especially for the use of matlab not very skilled programmer.)
- 2009-08-29 17:34:55下载
- 积分:1
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myyiqun
蚁群算法优化PID参数,运行myyiqun.m文件,修改数学模型在TEST文件中(Ant colony optimization algorithm PID parameters, run myyiqun.m file, modify the mathematical model TEST file)
- 2014-06-17 15:41:45下载
- 积分:1
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Prony Toolbox Download
利用prony算法提取信号的幅值、频率和衰减因子,删除了mathworks工具包中的bug(The Prony algorithm is used to extract the amplitude, frequency and attenuation factor of the signal, and the bugs in the MathWorks toolkit are deleted.)
- 2019-06-23 16:23:14下载
- 积分:1
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ip_09_05
产生L=31的GOLD序列,它由两个移位寄存器输出的模2相加而产生(have L = 31 GOLD sequence, which consists of two shift register output mode and have a combined total of 2)
- 2006-12-25 21:52:15下载
- 积分:1
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lsmtan
在单频激光干涉仪的非线性误差中,运用细分计数方法对其进行修正,在存在高斯白噪声的情况下,采用传统的正切细分法和可修正误差的细分法来仿真比较。(In the nonlinear error of single frequency laser interferometer, the use of segmentation counting method, amending them, in the presence of Gaussian white noise, using the traditional method and the tangent subdivision subdivision errors can be corrected to simulate compare.)
- 2014-11-12 23:14:24下载
- 积分:1
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HE-de-Oliveira--legdinfo
Spherical harmonic wavelets or Legendre wavelets are compactly supported wavelets, which are derived from Legendre polynomials. These wavelets are suitable for problems of spherical symmetry since they correspond to the colatitudinal part of "spherical harmonics" in spherical polar coordinates.
reference URL
- 2013-04-05 21:35:51下载
- 积分:1