Example of Fig 6.4

SVD of randomly fields

function [u,lam,v,ss]=example64
%
% Compute svd of random matrices s z and expand them to file for nmode modes
% Uses EOF projection method
%

sflat = [-30 30];
sflon = [120 300];
zflat = [0 90];
zflon = [120 360];
lnorm = 'full';

[st,inds,fcos]=readsst(sflat,sflon,'season','jfm','scaling','yes');
[zt,indz,fcos]=readz500(zflat,zflon,'season','jfm','scaling','yes');

zt=randn(size(zt));
st=randn(size(st));

[z,sdz]=anomaly(zt,lnorm);
[s,sdz]=anomaly(st,lnorm);

%  Computes decomp matrices
%
[us,ls,vs]=svd(s,0);
[uz,lz,vz]=svd(z,0);

ll=diag(ls.^2)/sum(diag(ls).^2), is=find(ll < 0.001); is=length(ll);

lu=diag(lz.^2)/sum(diag(lz).^2), iz=find(lu < 0.001); iz=length(lu);

disp(['Modes for SST ' num2str(is)]),disp(['Modes for Z ' num2str(iz)]);
c=(uz(:,1:iz)'*z)*(us(:,1:is)'*s)';

[uuu,sss,vvv]=svd(c,0);
disp('SVD computed');

% Reexpand modes
uu=uz(:,1:iz)*uuu;
vv=us(:,1:is)*vvv;
ss=diag(sss);

%Compute quality of fit

res=norm(z-uu*vv'*s,'fro');
disp([' Residual/NormZ/Norm of residual normalized by norm of Z ', ...
    sprintf(' %d %d %d \n',res,norm(z,'fro'),res/norm(z,'fro'))]);

%
%   Compute explained variances
%
lam = diag(sss.^2)/sum(diag(sss).^2);
projz=z'*uu(:,1:3);
projs=s'*vv(:,1:3);
%
nm=max(find(lam > 0.01 ) );

disp(['  Number of modes computed  ' int2str(nm) ' Variance ' num2str(sum(lam(1:nm)))])
u=zeros([96*48 nm]); v=zeros([96*48 nm]);
for i=1:nm
    u(:,i)=expand(uu(:,i),indz,[96 48]);
    v(:,i)=expand(vv(:,i),inds,[96 48]);
    disp(['Expanded Field', num2str(i)]);
end

% Percentage of explained total variance
for i=1:3
    z1=uu(:,i)*projz(:,i)';
    nc1=norm(z1,'fro');
    ncs=norm(z,'fro');
    varz(i)=(nc1/ncs)^2;

    s1=vv(:,i)*projs(:,i)';
    nc1=norm(s1,'fro');
    ncs=norm(s,'fro');
    vars(i)=(nc1/ncs)^2;
end

% PLot EOF  -----
titstr=cell(size(1:3));

figure(1)
clf;
modeindex=[ 1 2 3];
for i=1:3
    ii=modeindex(i);
    titstr{i} = [' Z Component   Expl TC   ' num2str(varz(i)*100,'%-2.0f') '%' ...
        ' Expl CC   ' num2str(lam(ii)*100,'%-2.0f') '%'];
end
bigtit{1}= ['   ' ];
bigtit{2}= ['SVD'];

pict3(bigtit,u(:,modeindex(1)),u(:,modeindex(2)), u(:,modeindex(3)), ...
    zflat,zflon,[-0.06:0.02:0.06],titstr,'shading','off');
print('-dpdf','-painters',[mfilename 'Z.pdf']);

figure(2)
clf;
modeindex=[ 1 2 3];
for i=1:3
    ii=modeindex(i);
    titstr{i} = [' S Component   Expl TC   ' num2str(vars(i)*100,'%-2.0f') '%' ...
        ' Expl CC   ' num2str(lam(ii)*100,'%-2.0f') '%'];
end
bigtit{1}= ['   ' ];
bigtit{2}= ['SVD'];


pict3(bigtit,v(:,modeindex(1)),v(:,modeindex(2)), v(:,modeindex(3)), ...
    sflat,sflon,[-0.06:0.02:0.06],titstr,'shading','off','landcolor',[0.1 0.1 0.1]);
print('-dpdf','-painters',[mfilename 'S.pdf']);

figure(3)
clf;
subplot(211)
sp=size(projz);
tim=max(sp);
plot(1:tim,projz(:,1),'k-',1:tim,projz(:,2),'k--',1:tim,projz(:,3),'k:')
title('Time series of the first three SVD modes -- Z component');
subplot(212)
plot(1:tim,projs(:,1),'k-',1:tim,projs(:,2),'k--',1:tim,projs(:,3),'k:')
title('Time series of the first three SVD modes -- S component');
legend('Mode 1','Mode 2','Mode 3');
print('-dpdf','-painters',[mfilename 'proj.pdf']);

disp(sprintf(' Crosscovariance between coefficient of the time series %d %d %d  \n',projz'*projs));

return
Normalization full
Normalization full

ll =

    0.0432
    0.0408
    0.0403
    0.0385
    0.0381
    0.0375
    0.0364
    0.0362
    0.0354
    0.0346
    0.0344
    0.0330
    0.0324
    0.0319
    0.0310
    0.0299
    0.0295
    0.0293
    0.0289
    0.0284
    0.0276
    0.0271
    0.0266
    0.0260
    0.0251
    0.0247
    0.0238
    0.0232
    0.0231
    0.0224
    0.0210
    0.0203
    0.0192
    0.0000


lu =

    0.0388
    0.0378
    0.0371
    0.0365
    0.0357
    0.0350
    0.0348
    0.0342
    0.0337
    0.0332
    0.0326
    0.0321
    0.0319
    0.0315
    0.0310
    0.0307
    0.0302
    0.0298
    0.0292
    0.0291
    0.0286
    0.0281
    0.0276
    0.0271
    0.0268
    0.0264
    0.0255
    0.0249
    0.0246
    0.0244
    0.0241
    0.0240
    0.0228
    0.0000

Modes for SST 34
Modes for Z 34
SVD computed
 Residual/NormZ/Norm of residual normalized by norm of Z  7.841567e+01 2.251400e+02 3.482974e-01 

  Number of modes computed  33 Variance 1
Expanded Field1
Expanded Field2
Expanded Field3
Expanded Field4
Expanded Field5
Expanded Field6
Expanded Field7
Expanded Field8
Expanded Field9
Expanded Field10
Expanded Field11
Expanded Field12
Expanded Field13
Expanded Field14
Expanded Field15
Expanded Field16
Expanded Field17
Expanded Field18
Expanded Field19
Expanded Field20
Expanded Field21
Expanded Field22
Expanded Field23
Expanded Field24
Expanded Field25
Expanded Field26
Expanded Field27
Expanded Field28
Expanded Field29
Expanded Field30
Expanded Field31
Expanded Field32
Expanded Field33
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.0770 
Minimum field value -0.0730 
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.0765 
Minimum field value -0.0747 
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.0887 
Minimum field value -0.0744 
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.1045 
Minimum field value -0.1269 
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.1190 
Minimum field value -0.1089 
Shading is  off 
Reshaping for T30 Gaussian grid
Contouring from a minimum -0.0600 
Contouring to a maximum 0.0600 
Contouring interval is  0.0200 
Contour values are: 
-0.0600 -0.0400 -0.0200 0.0000 0.0200 0.0400 0.0600 
Maximum field value 0.0943 
Minimum field value -0.1177 
 Crosscovariance between coefficient of the time series 1.265114e+03 5.115908e-13 -3.126388e-13  
 Crosscovariance between coefficient of the time series 2.273737e-13 1.230253e+03 1.492140e-13  
 Crosscovariance between coefficient of the time series 1.278977e-13 3.197442e-13 1.213170e+03  


ans =

   1.0e+03 *

  Columns 1 through 6

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  Columns 7 through 12

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