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Learning
by this code you can distinguish circle from diamond in a 4*4 table...
this code is easy and understandable
enjoy it...
- 2010-12-26 15:28:28下载
- 积分:1
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rbf
rbf神经网络的matlab程序,运算时间短,程序简单(rbf neural network matlab procedures, computing time is short, simple procedures)
- 2008-07-01 11:40:19下载
- 积分:1
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vbicaimage
利用该算法可对噪声环境下的图像进行处理,效果非常理想。(Using this algorithm on the noise environment for processing images,and the result is very satisfactory .)
- 2010-12-29 21:08:34下载
- 积分:1
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fdct3d
For the 3d implementations, the source files for the in-core version are in the directory
fdct3d
- 2011-12-01 13:49:55下载
- 积分:1
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httplib2-0.9.tar
The module can optionally operate with a private cache that understands the Cache-Control:
header and uses both the ETag and Last-Modified cache validators. Both file system
and memcached based caches are supported.
(Automatically adds back ETags into PUT requests to resources we have already cached. This implements Section 3.2 of Detecting the Lost Update Problem Using Unreserved Checkout)
- 2015-04-02 02:52:22下载
- 积分:1
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模拟退火算法
说明: 模拟退火算法仿真函数最值问题和TSP问题(Simulated annealing algorithm simulation function maximum value problem and TSP problem)
- 2020-11-17 10:49:09下载
- 积分:1
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example4_4
例4:在sinc(t)信号中叠加噪声,分析对应频谱
fs=100 采样频率,必须大于两倍基带信号最高频率
ts=1/fs 采样时间间隔
T=2 时间窗大小
(
x=x+0.1*randn(1,N)
x=awgn(x,-10, measured )
figure
plot(t,x)
title( 时域信号图 )
xlabel( t /s )
y=fft(x,N)
figure
if mod(N,2)~=0
N=N-1
end
f=linspace(0,fs/2,N/2)
plot(f,abs(y(1:N/2))*2/N)
title( 叠加噪声的sinc(t)信号频谱 )
xlabel( f /Hz )
figure
y0=y(1:N/2)
P=y0.*conj(y0)/N
P=10*log10(P)
plot(f,P)
title( 功率谱 )
xlabel( f /Hz )
)
- 2010-05-25 20:59:03下载
- 积分:1
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call-non-function
Make sure that calling a non-function global doesn t crash the system while building the IC for it.
- 2014-01-12 10:07:00下载
- 积分:1
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gauss
说明: gauss消元法求解方程组,可以准确的利用gauss消元法求解线性方程组 (gauss elimination method for solving equations, you can accurately use gauss elimination method for solving linear equations)
- 2011-03-24 23:38:07下载
- 积分:1
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MRTD2D_TE_DB_FDTD
基于2阶消失矩的Daubechies尺度函数的TE波2维MRTD仿真,吸收边界条件为FDTD/PML连接边界。(2D MRTD TE mode baseed on 2nd-vanishing moments of Daubechies scaling function simulation, the absorbing boundary condition is FDTD/PML connection boundary.)
- 2012-04-24 15:13:15下载
- 积分:1