Applications of Eigenvalue Counting and Inclusion Theorems in Model Order Reduction

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Date

2010

Authors

Yetkin, E. Fatih
Dağ, Hasan

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Springer-Verlag Berlin

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Abstract

We suggest a simple and an efficient iterative method based on both the Gerschgorin eigenvalue inclusion theorem and the deflation methods to compute a Reduced Order Model (ROM) to lower greatly the order of a given state space system. This method is especially efficient in symmetric state-space systems but it works for the other cases with some modifications.

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Volume

14

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Start Page

499

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