-
Two_stage
线性规划问题，用两阶段法求解。输入输出的类型均为有理数，每个有理数用两个长整形表示。(Linear programming problem, using a two-stage method to solve. The type of input and output are rational, every rational number indicated by two long plastic surgery.)
- 2009-11-09 00:27:42下载
- 积分：1
-
win32windowwrapperclass_src
非常帅气的window32 窗口类源码，可以此为基础做进一步的开发。(A Simple Win32 Window Wrapper Class。http://www.codeproject.com/win32/win32windowwrapperclass.asp)
- 2014-02-04 09:54:40下载
- 积分：1
-
BP_CPP-FortranMatlab
C++,Fortran和Matlab分别实现的bp算法程序(The bp algorithm procedural C++, Fortran and Matlab achieve)
- 2013-01-13 22:15:37下载
- 积分：1
-
Floyd
Floyd最短路算法的MATLAB程序 (Floyd shortest path algorithm of MATLAB program)
- 2011-05-13 16:30:46下载
- 积分：1
-
OutputText
OutputText.rar例子，关于txt输出，注释的特别详细(OutputText，special for txt)
- 2013-12-10 10:14:33下载
- 积分：1
-
rs_encode
RS码编码的源代码，直接复制出来粘贴在新建工程即可用(RS coding source code, paste copied directly out ready for use in new construction)
- 2013-11-15 10:05:25下载
- 积分：1
-
F16-simulation
经典F16飞行控制仿真程序(含MDL及M源码)-MATLAB源代码(Classic F16 flight control simulation program-MATLAB source code (with MDL and M of source))
- 2021-01-02 11:18:57下载
- 积分：1
-
LMS
1,、设置变量和参量：
X(n)为输入向量，或称为训练样本
W(n)为权值向量
e(n)为偏差
d(n)为期望输出
y(n)为实际输出
η为学习速率
n为迭代次数
2、初始化，赋给w(0)各一个较小的随机非零值，令n=0
3、对于一组输入样本x(n)和对应的期望输出d，计算
e(n)=d(n)-X^T(n)W(n)
W(n+1)=W(n)+ηX(n)e(n)
4、判断是否满足条件，若满足算法结束，若否n增加1，转入第3步继续执行(, set the variables and parameters:
X (n) is the input vector, otherwise known as the training sample
W (n) for the weight vector
e (n) for the deviation
d (n) is the desired output
y (n) is the actual output
η is the learning rate
n is the number of iterations)
- 2011-12-10 20:22:05下载
- 积分：1
-
vc+mat2
这是一个用vc和matlab混合变成的例子，在两者环境下结合编成是很好的思路，有很大的应用前景，希望对大家有所帮助(with vc and mixed into Matlab example, in other circumstances combined organization is a good idea, a great prospect, we hope to help)
- 2005-05-14 03:16:54下载
- 积分：1
-
MUSIC-revised
本文是music算法的一种改进，其具有更好的性能，以及能够满足大多数用户的需求，希望会给大家带来方便(This article is a modified music algorithm, which has better performance, and the ability to meet the needs of most users, I hope we will bring convenience)
- 2014-01-19 21:37:16下载
- 积分：1
