📄 generate_smoothingwin.m
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function [Wfft,DF]=generate_smoothingwin(T,smoothingtype,rsmooth);
js=[0:T/2 -T/2+1:-1];
M=(T/2+1);
switch smoothingtype,
case 'daniell'
Wfft=js;
Wfft(2:end)=sin(js(2:end)*pi/rsmooth)./(js(2:end)*pi/rsmooth);
Wfft(1)=1;
% pdaniell=indices(smoothingwidth);
% W=[ones(1,pdaniell+1) zeros(1,T-2*pdaniell-1) ones(1,pdaniell)]/(2*pdaniell+1);
% DF=W(1)*M;
%Wfft=real(fft(W));
DF=sum(Wfft)/T*M;
DF=sum(Wfft);
case 'bartlett'
for t=1:T
if abs(js(t)/rsmooth) >1 , Wfft(t)=0;
else Wfft(t)=1-abs(js(t)/rsmooth); end
end
DF=sum(Wfft)/T*M;
DF=sum(Wfft);
case 'gaussian'
Wfft=exp(-.5*(js/rsmooth).^2);
DF=sum(Wfft)/T*M;
DF=sum(Wfft);
case 'spline2'
Wfft=1./(1+(js/rsmooth).^2);
DF=sum(Wfft)/T*M;
DF=sum(Wfft);
case 'spline4'
Wfft=1./(1+(js/rsmooth).^4);
DF=sum(Wfft)/T*M;
DF=sum(Wfft);
end
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