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A — Eigenvalues and Eigenvectors of the Rouse Matrix

Then the 2 eigenvalues of the Rouse matrix A t are produced when Eq. (3.A. 10) is satisfied, i.e. when [Pg.41]

With X obtained from substituting Eq. (3.A.11) into Eq. (3.A.6), we obtain from Eq. (3.A.2) the eigenvalues [Pg.41]


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