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Jacobi-guass-SOR
数值方法:雅克比、高斯赛德尔、超松弛迭代法matlab编程(Numerical methods: Jacobian, Gauss Seidel, over relaxation iterative method matlab programming)
- 2011-12-03 20:50:10下载
- 积分:1
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PID_Controller
THIS IS THE SOURCE CODE FOR PID CONTROLLER
- 2015-04-10 00:52:51下载
- 积分:1
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KalmanGPS
It uses kalmanf(s) function to calculate GPS error variance.
- 2010-12-22 18:40:39下载
- 积分:1
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irls
迭代加权最小二乘法(IRLS)
本算法用于解决某些优化问题。(IRLS(Iteratively reweighted least squares)
The method of iteratively reweighted least squares (IRLS) is used to solve certain optimization problems.)
- 2020-10-08 16:47:36下载
- 积分:1
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基于T-S模型的倒立摆的实现 matlab源代码
说明: 基于T-S模型的倒立摆的实现
matlab源代码(Realization of inverted pendulum matlab source code)
- 2020-03-18 22:27:42下载
- 积分:1
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BinarniBroj
class of binary code
- 2010-02-03 02:01:20下载
- 积分:1
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13
说明: 基于已知特性信道的QAM系统的仿真和性能分析(Based on the known characteristics of the QAM channel system simulation and performance analysis)
- 2010-04-27 11:04:45下载
- 积分:1
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dsakf
% 文件名:randlsbget.m
% 程序员:余波
% 编写时间:2007.6.25
% 函数功能: 本函数将完成提取隐秘于上的秘密信息
% 输入格式举例:result=( scover.jpg ,56, secret.txt ,2001)
% 参数说明:
% output是信息隐藏后的图象
% len_total是秘密信息的长度
% goalfile是提取出的秘密信息文件
% key是随机间隔函数的密钥
% result是提取的信息
function result=randlsbget(output,len_total,goalfile,key)
ste_cover=imread(output)
ste_cover=double(ste_cover)
% 判断嵌入信息量是否过大
[m,n]=size(ste_cover)
frr=fopen(goalfile, a )
% p作为信息嵌入位计数器将信息序列写回文本文件
p=1
% 调用随机间隔函数选取像素点
[row,col]=randinterval(ste_cover,len_toal,key)
for i=:len_toal
if bitand(ste_cover(row(i),col(i)),1)==1
fwrite(frr,1, bit1 )
result(p,1)
else
fwrite(frr,0, bit1 )
result(p,1)=0
end
if p==len_total
break
end
p=p+1
end
fclose(frr)
()
- 2007-06-28 16:08:04下载
- 积分:1
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CDMA
technique d accès multiple CDMA (Code Division Multiple Access)
- 2010-12-02 09:36:58下载
- 积分:1
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National-Taiwan-Central-University
EMD(经验模态分解)程序,用于将非平稳信号分解为一系列不同频率的分量,以方便对信号进行分析。(EMD (empirical mode decomposition) program for the non-stationary signal is decomposed into a series of different frequency components, in order to facilitate the analysis of the signal.)
- 2015-03-18 15:18:53下载
- 积分:1