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fft.asm
******************************************************************
*** N(8-1024) points FFT Program ***
****************************************************************
qpskmod.m
n=1000;
x = randint(n,1); %产生信源.
h = modem.pskmod (4); %产生调制句柄
y = modulate(h,x); %对信号进行调制
g = modem.pskdemod (h) %产生解调句柄
z = demodulate(g,y); %进行解调
rls.m
<mark>N</mark> = 128; %抽头数
Dle<mark>n</mark> = 1024; %输出长度
Step = 0.005; %步长
%注意:需要给出输入data和参考信号s(<mark>n</mark>)才能运行本程序
w=zeros(<mark>N</mark>,1); %<mark>N</mark>为抽头个数
p=(1/delta)*eye(<mark>N</mark>); %delta为正则化参数
for <mark>n</mark>= <mark>N</mark>:Dle<mark>n</mark>
u(1:<mark>N</mark>)=data(<mark>n</mark>:-1:<mark>n</mark> ...
correce.m
n = 128; %哈达码矩阵的阶数
n1 = log2(n);
W = zeros(n,n);
W(1,1) = 1;
for t = 1 : n1 %产生哈达码矩阵
for i = 1 : n
for j = 1 : n
if (i
hamming7_4.m
n = 7; %码长
k = 4; %信息位长
A = [ 1 1 1;1 1 0;1 0 1;0 1 1 ];
G = [ eye(k) A ]; %生成矩阵
H = [ A' eye(n-k) ]; %校验矩阵
%编码
msg = [ 1 1 1 1 ]; %信息比特
code = mod(ms
example5_15.m
%n=2
%设置参数边界
bounds = ones(2,1)*[-1 1];
%遗传算法优化
[p,endPop,bestSols,trace]=ga(bounds,'rosenbrockMin');
%性能跟踪
plot(trace(:,1),trace(:,3),'b-')
hold on
plot(trace(:,1),trace(:,2),'r-')
xlabe
example3_12.m
n=7;
m=10;
p=0.8;
% 生成满足KKT条件的随机数据
A=rand(m,n);
c=rand(n,1);
d=rand(n,1);
G=diag(d);
ydes=rand(m,1)-p;
act=( ydes>p );
ydes(act)=0*ydes(act);
eq=( ydes
example2_15.m
n = -5:0.1:5;
a = radbas(n);
plot(n,a)
example2_1.m
n = -5:0.1:5;
a = purelin(n);
plot(n,a)
example2_2.m
n = -5:0.1:5;
a = tansig(n);
plot(n,a)