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Solution at two equal eigenvalues

If equal eigenvalues result in a Vandermond determinant, which equals zero, eq. (2.53) can no longer be solved with respect to p,. With [Pg.81]

Differentiation by an order of s - 1 changes the matrix V only in the column k and k. These two can be represented by [Pg.81]

For this reason the simple consecutive reaction discussed in Example 2.22 results in [Pg.82]

General solutions are possible if the two eigenvalues are formally combined by a variable A. This general solution is inserted for the intermediate B in Example 2.22  [Pg.82]


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Eigenvalues equal

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Equalization

Two solutions

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