📄 tfrmmcet.m
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function tfrmmcet%TFRMMCET Unit test for the time frequency representation TFRMMCE.% O. Lemoine - March 1996. % We test each property of the corresponding TFR :N=128;h=zeros(19,3);h(10+(-5:5),1)=window(11); h(10+(-7:7),2)=window(15); h(10+(-9:9),3)=window(19);% Covariance by translation in time t1=55; t2=70; f=0.3;sig1=amgauss(N,t1).*fmconst(N,f,t1); sig2=amgauss(N,t2).*fmconst(N,f,t2); tfr1=tfrmmce(sig1,h); tfr2=tfrmmce(sig2,h); [tr,tc]=size(tfr1);nu=round(f*(tc-1)*2)+1;tfr=tfr1-tfr2(:,modulo((1:tc)-t1+t2,tc));if any(any(abs(tfr)>sqrt(eps))), error('tfrmmce test 1 failed');end% Reality of the TFRsig=noisecg(N);tfr=tfrmmce(sig,h);if sum(any(abs(imag(tfr))>sqrt(eps)))~=0, error('tfrmmce test 2 failed');end% Positivityif any(any(tfr<0)), error('tfrmmce test 3 failed');endN=121;h=zeros(19,3);h(10+(-6:6),1)=window(13,'gauss'); h(10+(-8:8),2)=window(17,'kaiser'); h(10+(-7:7),3)=window(15,'parzen');% Covariance by translation in time t1=55; t2=70; f=0.3;sig1=amgauss(N,t1).*fmconst(N,f,t1); sig2=amgauss(N,t2).*fmconst(N,f,t2); tfr1=tfrmmce(sig1,h); tfr2=tfrmmce(sig2,h); [tr,tc]=size(tfr1);nu=round(f*(tc-1)*2)+1;tfr=tfr1-tfr2(:,modulo((1:tc)-t1+t2,tc));if any(any(abs(tfr)>sqrt(eps))), error('tfrmmce test 4 failed');end% Reality of the TFRsig=noisecg(N);tfr=tfrmmce(sig,h);if sum(any(abs(imag(tfr))>sqrt(eps)))~=0, error('tfrmmce test 5 failed');end% Positivityif any(any(tfr<0)), error('tfrmmce test 6 failed');end
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