📄 circonvt.m
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function y=circonvt(x1,x2,N)
% N - point circular convolution between x1 and x2:(time domain)
% ---------------------
% [y]=circonvt(x1,x2,N)
% y=output sequence containing the circular convolution
% x1=input sequence of length N1<=N
% x2=input sequence of length N2<=N
% N=size of circular buffer
% Method:y(n)=sum(x1(m)*x2((n-m)mod N))
% Check for length of x1
if length(x1)>N
error('N must be >=the length of x1')
end
% Check for length x2
if length(x2)>N
error('N must be >=the length of x2')
end
%
x1=[x1 zeros(1,N-length(x1))];
x2=[x2 zeros(1,N-length(x2))];
m=[0:1:N-1];
x2=x2(mod(-m,N)+1);
H=zeros(N,N);
for n=1:1:N
H(n,:)=cirshftt(x2,n-1,N);
end
y=x1*H';
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