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%% Generalized Eigenvalues %% % Create two matrices, |A| and |B|, then solve the generalized eigenvalue % problem for the eigenvalues and right eigenvectors of the pair |(A,B)|. A = [1/sqrt(2) 0; 0 1]; B = [0 1; -1/sqrt(2) 0]; [V,D]=eig(A,B) %% % Verify that the results satisfy |A*V = B*V*D|. A*V - B*V*D %% % The residual error |A*V - B*V*D| is exactly zero.