-
ridge_regression_matlab
岭回归拟合数据,其中hw3_1_ridge.m使用的是岭回归的方法,hw3_1_MLE.m使用的是极大似然的方法。(fitting data with ridge regression using matlab)
- 2013-12-13 22:54:10下载
- 积分:1
-
MIMO_dC
MIMO-有关差分编码,用matlab书写,(MIMO-related differential coding, using Matlab writing,)
- 2007-06-22 13:44:08下载
- 积分:1
-
domdsProfile
MULTIDIMENSIONAL SCALING in matlab by Mark Steyvers 1999
%needs optimization toolbox
%Modified by Bruce Land
%--Data via globals to anaylsis programs
%--3D plotting with color coded groups
%--Mapping of MDS space to spike train temporal profiles as described in
%Aronov, et.al. "Neural coding of spatial phase in V1 of the Macaque" in
%press J. Neurophysiology(MULTIDIMENSIONAL SCALING in Matlab by Mar 1999% k Steyvers needs optimization toolbox% M odified by Bruce Land%-- Data via globals to ana ylsis programs%-- 3D plotting with color coded groups%-- Mapping of MDS space to spike train te mporal profiles as described in% Aronov, et.al. "Neural coding of spatial phase in V1 of t he Macaque "in press J. Neurophysiology%)
- 2007-01-24 16:52:51下载
- 积分:1
-
GS-SOR
有关于数值代数中Guass-Seidal迭代法和SOR迭代法的完整源码。(The complete source about the numerical algebra Guass-Seidal iterative method and SOR iterative method.)
- 2012-11-27 20:49:52下载
- 积分:1
-
信号与系统(郑君里第二版)(清晰完整版本)
信号与系统郑君里第二版.pdf,高等教育出版社出版(Signal and System Zheng Junli 2nd Edition. pdf.Published by Higher Education Press)
- 2018-12-04 11:17:36下载
- 积分:1
-
LTE
LTE 实现了基于信道估计的LTE的仿真,在程序中包括相应的算法。( It has realized based on the channel estimate LTE simulation, in procedure including corresponding algorithm. )
- 2010-09-26 15:07:05下载
- 积分:1
-
GUIS_FEX
MATLAB的GUI设计,共35个例子,适合初学者。文件来源:mathworks(MATLAB-GUI design, a total of 35 examples, for beginners. Document Source: mathworks)
- 2010-03-05 23:35:02下载
- 积分:1
-
goldmin
goldmin method - use a root in polynomial or function / iterative method
- 2011-12-13 20:10:00下载
- 积分:1
-
DifferenceMethodOfMATLAB
Difference method of MATLAB
- 2009-12-07 21:38:18下载
- 积分:1
-
lecture-3
Nonlinear Control Systems - Lecture 3 - September 1,
2005
Contraction Mapping Principle
Consider a map T : X ! X that maps a normed linear
space X back into itself. We say T is a contraction
mapping if and only if for all x y 2 X there exists
where 0 < 1 and
- 2013-12-20 19:13:33下载
- 积分:1