📄 mgtls2r.m
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function [m,dh] = mgtls2r(d,wl,wr,r)% MGTLS2R - Global Total Least Squares misfit computation.% [M,DH] = MGTLS2R(D,WL,WR,R) gives the GTLS2 misfit M and % the GTLS2 approximation DH of the data D by the model ker(R).%% See GTLS for the possible formats of WL and WR.% The computation is based on a transformation to a modified % TLS problem. As an alternative, see Corollary 2.11.[sd,N] = size(d);% Modify R and Dif length(wl(:)) == sd % EWGTLS2 wl = wl(:); % make it a column vector swl = sqrt(wl); wr = wr(:)'; % make it a row vector swr = sqrt(wr); r = r ./ swl(:,ones(1,size(r,1)))'; d = swl(:,ones(1,N)) .* d .* swr(ones(sd,1),:); else swl = chol(wl); swr = chol(wr); r = r / swl; d = swl * d * swr;end% Compute the TLS misfit for the modified R and Dif nargout == 1 m = mtlsr(d,r);else [m,dh] = mtlsr(d,r);end
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