chaosPhi

funny palindrome function

cma mma avma mcma 多种盲均衡算法 完全重构 归一化盲均衡 (cma mma avma mcma NPR )

this are the example codes from control system engineering from NORMAN NISE

MATLAB课件，该课件是中文的，较容易学习，对于不熟悉英语的人有一定的好处。(MATLAB courseware, the courseware is Chinese, and more easy to learn, for people who are not familiar with English, have a certain advantage.)

说明：  也在找关于这方面的资料着~~我是有matlab程序，但是在Java里没法触发调用它~~ 付上matlab程序，有需要的自己拿吧。 function BinaryIntegerProg(f_file_name, A_file_name, b_file_name, Aeq_file_name, beq_file_name,write_file_name) f = load(f_file_name) A = load(A_file_name) b = load(b_file_name) Aeq = load(Aeq_file_name) Beq = load(beq_file_name) x = bintprog(f, A, b, Aeq, beq) fp = fopen(write_file_name, w ) fprintf(fp, d\n ,x) fclose(fp)(good daima!)

在WINDOWS环境下，使用MATLAB写的PCA代码，移植性好，对于做PCA的能方便使用！(In the WINDOWS environment, the use of PCA written in MATLAB code, portability, and for doing the PCA can easily use!)

对ising模型的模拟，这是二维的情况，对于学物理的人很重要的。(Ising model for the simulation, which is two-dimensional case, for physics, it is very important.)

Bairstow s approach is to use Newton s method to adjust the coefficients u and v in the quadratic x2 + ux + v until its roots are also roots of the polynomial being solved. The roots of the quadratic may then be determined, and the polynomial may be divided by the quadratic to eliminate those roots. This process is then iterated until the polynomial becomes quadratic or linear, and all the roots have been determined, bisection and other

In this Program, we design PID controller for Control of AUV depth. AUV is Automatic Underwater Vehicle that use in Underwater action and Control of its Depth is important.

模糊控制pid仿真，包括整体的软件设计等实现方法(fuzzy pid simulation)