📄 m-svm.m
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close all;
clear all;
N=5;
M=8;
j=sqrt(-1);
len=100;
theta=[-45*pi/180,-30*pi/180,0*pi/180,10*pi/180,40*pi/180];
s0=2*(rand(1,len)>0.5)-1;
s1=2*(rand(1,len)>0.5)-1;
s2=2*(rand(1,len)>0.5)-1;
s3=2*(rand(1,len)>0.5)-1;
s4=2*(rand(1,len)>0.5)-1;
for i=1:len
x_bpsk1(i)=sqrt(10.^(-5/10))*s0(i);
x_bpsk2(i)=sqrt(10.^(8/10))*s1(i);
x_bpsk3(i)=sqrt(10.^(5/10))*s2(i);
x_bpsk4(i)=sqrt(10.^(5/10))*s3(i);
x_bpsk5(i)=sqrt(10.^(-8/10))*s4(i);
end
s=[x_bpsk1;x_bpsk2;x_bpsk3;x_bpsk4;x_bpsk5];
for i=1:M
for k=1:N
A1(i,k)=exp(-j*pi*(i-1)*sin(theta(k)));%array responce
end
end
rp.mean_v = 0; % mean of complex-valued AWGN
rp.var_v = 1; % variance of complex-valued AWGN
vr = sqrt(rp.var_v/2) * randn(M,len) + rp.mean_v;
vi = sqrt(rp.var_v/2) * randn(M,len) + rp.mean_v;
v = vr + j*vi;
X_nn=A1*s;
X=X_nn+v;
L=100;
a=zeros(1,L);
C=0.1;
y=s2;
for i=1:L
sum=0;
for k=1:L
sum=sum+a(k)*y(k)*X(:,i)'*X(:,k);
end
u=1/(X(:,i)'*X(:,i));
a(i)=a(i)+u*(1-y(i)*sum);
if a(i)<0
a(i)=0;
else if a(i)>C
a(i)=C;
end
end
end
w=zeros(M,1);
i=1;
for i=1:L
w=w+a(i)*y(i)*X(:,i);
end
for i=1:L%得到-1和1出现的首位置
if y(i)==-1
r=i;break
end
end
for i=1:L
if y(i)==1
p=i;break
end
end
K1=0;
K2=0;
max=w'*X(:,r);
min=w'*X(:,p);
for i=1:L
sum2=w'*X(:,i);
if y(i)==-1&&max<sum2
max=sum2;
end
if y(i)==1&&min>sum2
min=sum2;
end
end
b=-(max+min)/2;
f=zeros(1,L);%输出BPSK信号
for i=1:L
f(i)=sign(real(w'*X(:,i)+b));
end
y_to_f=0;
for i=1:L%求判断正确的BPSK信号个数
if f(i)==y(i)
y_to_f=y_to_f+1;
end
end
sita1=[-90:2:90];
sita=sita1*pi/180;
G_sita=zeros(1,length(sita));
a_sita_i=zeros(M,length(sita));
for i=1:length(sita)
a_sita_i(:,i)=[1;exp(-j*pi*sin(sita(i))) ; exp(-j*2*pi*sin(sita(i))); exp(-j*3*pi*sin(sita(i))) ;exp(-j*4*pi*sin(sita(i))) ;exp(-j*5*pi*sin(sita(i))) ;exp(-j*6*pi*sin(sita(i))) ;exp(-j*7*pi*sin(sita(i)))];
G_sita(i)=a_sita_i(:,i)'*w;
end
figure;
plot(sita1,10*log10(abs(G_sita)));
grid on ;
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