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A Note on Surgical Eigenstructure Assignment via State Feedback
Published 5 Oct 2020 in eess.SY and cs.SY | (2010.02365v2)
Abstract: Assignability of all eigenvalues and a subset of key eigenvectors/generalized eigenvectors of a linear time-invariant system via state feedback is considered. We clarify that, if the key eigenvectors/generalized eigenvectors and their associated eigenvalues satisfy the classical conditions for full eigenstructure assignment, the remaining eigenvalues can be assigned at will.
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