Example of Fig 7.4 - 7.5 - 7.6
Barnett-Preisendorfer CCA
function [u,lam,v,ss]=example500 % % Compute CCA of matrices s z with the % Barnett-Preisendorfer 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'); [z,sdz]=anomaly(zt,lnorm); [s,sdz]=anomaly(st,lnorm); xcross=norm(z*s','fro'); disp(['Total Crosscovariance ' num2str(xcross)]); scut=0.7; zcut=0.7; [u,v,corr,varz,vars,projz,projs]=cccca(z,s,indz,inds,zcut,scut); % PLot EOF ----- titstr=cell(size(1:3)); cont=[]; 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') '%' ... ' Correlation ' num2str(corr(ii)*100,'%-2.0f') '%']; end bigtit{1}= [' ' ]; bigtit{2}= ['CCA-BP']; pict3(bigtit,u(:,modeindex(1)),u(:,modeindex(2)), u(:,modeindex(3)), ... zflat,zflon,cont,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') '%' ... ' Correlation ' num2str(corr(ii)*100,'%-2.0f') '%']; end bigtit{1}= [' ' ]; bigtit{2}= ['CCA-BP']; pict3(bigtit,v(:,modeindex(1)),v(:,modeindex(2)), v(:,modeindex(3)), ... sflat,sflon,cont,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 CCA-BP 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 CCA-BP modes -- S component'); legend('Mode 1','Mode 2','Mode 3'); print('-dpdf','-painters',[mfilename 'proj.pdf']); return
Normalization full
Normalization full
Total Crosscovariance 10984.0561
Modes for SST 5 --- Variance Retained 0.70138
Modes for Z 5 --- Variance Retained 0.72707
Normalization full
Normalization full
SVD computed
Number of modes computed -- min(iz,is) 5 Correlations 0.95556 0.63413 0.42416 0.34084 0.12681
Expanded Field1
Expanded Field2
Expanded Field3
Expanded Field4
Expanded Field5
Crosscovariance between coefficient of the time series 9.555576e-01 1.179612e-16 -4.935288e-16
Crosscovariance between coefficient of the time series 9.714451e-17 4.163336e-16 4.093947e-16
Crosscovariance between coefficient of the time series 6.341250e-01 5.030698e-16 1.214306e-16
Crosscovariance between coefficient of the time series 2.012279e-16 -2.224783e-16 7.350891e-16
Crosscovariance between coefficient of the time series 4.241564e-01 2.990230e-16 -8.109832e-17
Crosscovariance between coefficient of the time series 3.677614e-16 3.469447e-18 5.494737e-16
Crosscovariance between coefficient of the time series 3.408370e-01 -8.673617e-18 -1.804112e-16
Crosscovariance between coefficient of the time series 1.082467e-15 -1.318390e-16 1.700029e-16
Crosscovariance between coefficient of the time series 1.268088e-01
Covariance of Z time series 1.000000e+00 3.715778e-15 -5.455705e-16
Covariance of Z time series -1.172239e-15 4.570996e-16 3.715778e-15
Covariance of Z time series 1.000000e+00 -5.455705e-16 1.445025e-15
Covariance of Z time series -3.951700e-15 -5.455705e-16 -5.455705e-16
Covariance of Z time series 1.000000e+00 4.423545e-16 -2.064321e-16
Covariance of Z time series -1.172239e-15 1.445025e-15 4.423545e-16
Covariance of Z time series 1.000000e+00 2.410832e-15 4.570996e-16
Covariance of Z time series -3.951700e-15 -2.064321e-16 2.410832e-15
Covariance of Z time series 1.000000e+00
Covariance of S time series 1.000000e+00 5.617902e-15 3.465110e-16
Covariance of S time series -6.959711e-15 -1.592476e-15 5.617902e-15
Covariance of S time series 1.000000e+00 1.287897e-15 -5.529431e-16
Covariance of S time series 1.504005e-15 3.465110e-16 1.287897e-15
Covariance of S time series 1.000000e+00 2.949030e-15 -1.249651e-15
Covariance of S time series -6.959711e-15 -5.529431e-16 2.949030e-15
Covariance of S time series 1.000000e+00 1.585104e-16 -1.592476e-15
Covariance of S time series 1.504005e-15 -1.249651e-15 1.585104e-16
Covariance of S time series 1.000000e+00
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -18.0623
Contouring to a maximum 19.9827
Contouring interval is 3.8045
Contour values are:
-18.0623 -14.2578 -10.4533 -6.6488 -2.8443 0.9602 4.7647 8.5692 12.3737 16.1782 19.9827
Maximum field value 19.9827
Minimum field value -18.0623
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -8.2206
Contouring to a maximum 4.0796
Contouring interval is 1.2300
Contour values are:
-8.2206 -6.9905 -5.7605 -4.5305 -3.3005 -2.0705 -0.8404 0.3896 1.6196 2.8496 4.0796
Maximum field value 4.0796
Minimum field value -8.2206
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -6.3423
Contouring to a maximum 3.3618
Contouring interval is 0.9704
Contour values are:
-6.3423 -5.3719 -4.4015 -3.4311 -2.4607 -1.4903 -0.5199 0.4506 1.4210 2.3914 3.3618
Maximum field value 3.3618
Minimum field value -6.3423
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -9.8872
Contouring to a maximum 13.8019
Contouring interval is 2.3689
Contour values are:
-9.8872 -7.5183 -5.1494 -2.7805 -0.4116 1.9573 4.3262 6.6952 9.0641 11.4330 13.8019
Maximum field value 13.8019
Minimum field value -9.8872
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -6.7434
Contouring to a maximum 4.5617
Contouring interval is 1.1305
Contour values are:
-6.7434 -5.6129 -4.4824 -3.3519 -2.2213 -1.0908 0.0397 1.1702 2.3007 3.4312 4.5617
Maximum field value 4.5617
Minimum field value -6.7434
Shading is off
Reshaping for T30 Gaussian grid
Contouring from a minimum -5.2252
Contouring to a maximum 4.4103
Contouring interval is 0.9635
Contour values are:
-5.2252 -4.2617 -3.2981 -2.3346 -1.3710 -0.4075 0.5561 1.5196 2.4832 3.4467 4.4103
Maximum field value 4.4103
Minimum field value -5.2252
ans =
1.0e+03 *
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