global L fc fab ind
nst=-24; % start note
nen=35; % end note
disp(' ');
disp('range:');
disp([number2note(nst) ' ' number2note(nen)]);
disp(['note numbers: ' num2str(nst) ' ' num2str(nen)]);
disp(['note order numbers: ' num2str(nst+49) ' ' num2str(nen+49)]);
Fs=44100;
dr=dir('*.wav');
if length(dr)>0
nm=[];
for fc=1:length(dr)
fln=dr(fc).name;
lfln=length(fln);
ns=fln(1:lfln-4);
nm=[nm str2num(ns)];
end
[nms ind]=sort(nm);
L=length(dr);
ca=cell(L,1);
lca=zeros(L,1);
for fc=1:length(dr)
[s1 Fs1]=wavread(dr(ind(fc)).name);
s=resample(s1,2,1);
ca{fc}=s;
lca(fc)=length(s);
end
%soundsc(ca,44100);
end
Fs=Fs1*2;
% make equal length specters
%t01=0.1;
%n01=round(t01*Fs);
n01=4096;
n02=n01/2;
% for spectrum cut (not need all):
fmx=440*2^((nen+1)/12); % maximal frequency
fmxi=round(n02*fmx/(Fs/2)); % maximal index
fmn=440*2^((nst-1)/12); % maximal frequency
fmni=round(n02*fmn/(Fs/2)); % minimal index
nfi=fmxi-fmni+1; % number of elements in cuted spectrum
%n0=8000;
n00=100;
L=nen-nst+1;
%fab=cell(L,1);
fab=cell(L,3);
fcs=(nst:nen)+49;
for sc=1:3
fc11=1;
for fc=fcs
i1=n00+1+(sc-1)*n01;
i2=n00+sc*n01;
lcat=length(ca{fc});
if i2>lcat;
i2=lcat;
i1=i2-n01+1;
end
%catmp=ca{fc}(n0:n0+n01-1);
catmp=ca{fc}(i1:i2);
%catmp=ca{fc}(n0:n0+n01-1);
fca=fft(catmp);
%fabt=abs(fca(1:(n01/2)));
fabt=abs(fca(fmni:fmxi));
fab{fc11,sc}=fabt/sum(fabt);
fc11=fc11+1;
end
end
% covariation matrix:
%cm=zeros(L,L);
cm=zeros(L,L,3);
for sc=1:3
for fc1=1:L
fab1=fab{fc1,sc};
for fc2=1:L
fab2=fab{fc2,sc};
cm(fc1,fc2,sc)=sum(fab1.*fab2);
end
end
end
cm0=cm;
n02=n01/2;
uw=1; % up for weights
%w=(uw/2)*ones(n02,L);
w=(uw/2)*ones(nfi,L);
%options=optimset('Display','iter','MaxIter',1000);
options=optimset('MaxIter',2000);
%options1=optimset('MaxFunEvals',20,'MaxIter',20,'Display','iter');
options1=optimset('MaxIter',40,'Display','iter-detailed');
lb=0*ones(nfi,1);
ub=uw*ones(nfi,1);
% kd=-2*1/1; % diag coefficient
% knd=1/(L-1); % not diag coefficient
% fc0=50;
tic;
for fc=1:L
% f=zeros(fmxi,1);
% for fc1=1:L
% if fc1==fc
% %f=f+kd*fab{fc}.*fab{fc1};
% f=f+kd*fab{fc1};
%
% else
% %f=f+knd*fab{fc}.*fab{fc1};
% f=f+knd*fab{fc1};
%
% end
% end
%[w(:,fc),fval] = linprog(f,A,b,[],[],lb,ub,w(:,fc),options);
%[w(:,fc),fval] = linprog(f,A,b);
% [w(:,fc),fval] = linprog(f,[],[],[],[],lb,ub,w(:,fc),options);
%x = fminimax(fun,x0)
% x = fminimax(fun,x,A,b,Aeq,beq,lb,ub)
ind=find((1:L)~=fc);
w(:,fc)=fminimax(@mnmxfun1,w(:,fc),[],[],[],[],lb,ub,[],options1);
jr=fc/L;
toc1=toc;
v=jr/toc1; % velosity
et=(1-jr)/v; % estimated time
disp(['wait ' num2str(et,'%10.0f') ' s']);
end
save('w.mat','w');
% covariation matrix:
cm=zeros(L,L,3);
for sc=1:3
for fc1=1:L
fab1=fab{fc1,sc};
for fc2=1:L
fab2=fab{fc2,sc};
%cm(fc1,fc2)=sum(fab1.*w(:,fc1).*fab2);
cm(fc1,fc2,sc)=sum(w(:,fc1).*fab2);
end
end
end
cmu=zeros(L,L,3);
for sc=1:3
for fc1=1:L
for fc2=1:L
if cm(fc1,fc2,sc)>=cm(fc1,fc1,sc)
cmu(fc1,fc2,sc)=1;
end
end
end
end
r3=ceil(3*rand);
r3n=find((1:3)~=r3);
sc1=r3n(1)
sc2=r3n(2)
cmr=zeros(L,L);
for fc1=1:L
fab1=fab{fc1,sc1};
for fc2=1:L
fab2=fab{fc2,sc2};
%cm(fc1,fc2)=sum(fab1.*w(:,fc1).*fab2);
cmr(fc1,fc2)=sum(w(:,fc1).*fab2);
end
end
cmru=zeros(L,L);
for fc1=1:L
for fc2=1:L
if cmr(fc1,fc2)>=cmr(fc1,fc1)
cmru(fc1,fc2)=1;
end
end
end
imagesc(cmru);
colorbar;
% close('all');
% plot(cm0(fc0,:),'b-');
% plot(cm(fc0,:),'r-');
% dg=zeros(L,1);
%
% for fc=1:L
% dg(fc)=cm(fc,fc);
% end
%
% dgm=mean(dg);
% dgs=std(dg);
% dgmx=max(dg);
% dgmn=min(dg);
%
% disp(' ');
% disp(' ');
% disp(['mean of diagoanal: ' num2str(dgm) ]);
% disp(['std of diagoanal: ' num2str(dgs) ]);
% disp(['max of diagoanal: ' num2str(dgmx) ]);
% disp(['min of diagoanal: ' num2str(dgmn) ]);
%
% ndg=[];
% for fc1=1:L
% for fc2=1:L
% if fc1~=fc2
% ndg=[ndg cm(fc1,fc2)];
% end
% end
% end
%
% ndgm=mean(ndg);
% ndgs=std(ndg);
% ndgmx=max(ndg);
% ndgmn=min(ndg);
%
% disp(' ');
% disp(['mean of not diagoanal: ' num2str(ndgm) ]);
% disp(['std of not diagoanal: ' num2str(ndgs) ]);
% disp(['max of not diagoanal: ' num2str(ndgmx) ]);
% disp(['min of not diagoanal: ' num2str(ndgmn) ]);
%