📄 cssw.m
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% Cornwell-Schmidt Estimator (Within only)% Written by Wonho Song, December 2002% E-mail: whsong@kiep.go.kr, whsong73@hotmail.comfunction [betaw,se_bw,CSSW,R2cw]=cssw(y,x,n) [nt,p] = size(x);t=nt/n;%%%%%%% CSS WITHIN %%%%%%%t1 = 1:t; t1 = t1'; t2 = t1.^2; tt = [ones(t,1) t1 t2];Pt=tt*inv(tt'*tt)*tt';Qt=eye(t)-Pt; yy = []; xx = []; for i = 1:n yy = [yy;Qt*y(t*(i-1)+1:t*i,1)]; xx = [xx;Qt*x(t*(i-1)+1:t*i,:)]; end;betaw = inv(xx'*xx)*xx'*yy;err=yy-xx*betaw;ssg=err'*err/(nt-n-p);bcov=ssg*inv(xx'*xx);se_bw=sqrt(diag(bcov));temp = y-x*betaw; % Calculation of R2 ey=y-mean(y);R2cw=1-(err'*err)/(ey'*ey);R2cw=[R2cw;1-(1-R2cw)*(nt-1)/(nt-p-n)];thetaw=[];for i=1:nthetaw=[thetaw;inv(tt'*tt)*tt'*temp(t*(i-1)+1:t*i,1)];end;CSSW=[];for i=1:nCSSW=[CSSW tt*thetaw(3*(i-1)+1:3*i)];end;CSSW=CSSW-mean(mean(CSSW));
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