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- function V = createVander(v)
- %creates Vandermonde Matrix according to formula
- %sum_{j=-n}^{n}\alpha_j e^{\landa t_i j}
- %vector v should be e^{\landa t_i} with length 2n+1
- m=size(v,1);
- n=floor(m/2);
- B=fliplr(vander(v));
- C=vander(1./v);
- V=[C(:,n+1:2*n),B(:,1:n+1)];
- end
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