The solution of (92) can be accomplished via a special transformation which consists of the eigenvectors of the covariance matrix. ... the resulting diagonal components are the eigenvalues of matrix M . In accordance with the usual eigenvalue problem statements, |A/-0? ... en el2 e13 e71 ... (99) The transformation is equivalent to the operation of an orthogonal beam-forming network, and this analogy isanbsp;...
|Author||:||Simon S. Haykin|
|Publisher||:||Van Nostrand Reinhold - 1980|