Invariant Zeros of Linear Singular Systems via the Generalized Eigenvalue Problem

Author:

Tokarzewski Jerzy

Publisher

Springer Berlin Heidelberg

Reference20 articles.

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2. Berg, J.M., Kwatny, H.G.: Unfolding the Zero Structure of a Linear Control System. Linear Algebra and Its Applications 258, 19–39 (1997)

3. Bourles, H., Fliess, M.: Finite Poles and Zeros of Linear Systems: an Intrinsic Approach. Int. Journal of Control 68, 897–922 (1997)

4. Callier, F.M., Desoer, C.A.: Multivariable Feedback Systems. Springer, NY (1982)

5. Cohen, S., Tomasi, C.: Systems of Bilinear Equations. Technical Report STAN-CS-TR-97-1588, Dept. of Computer Science, Stanford Univ. (1997)

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1. Finite zeros of positive linear continuous-time systems;Bulletin of the Polish Academy of Sciences: Technical Sciences;2011-01-01

2. Finite zeros of positive linear discrete time systems;Bulletin of the Polish Academy of Sciences: Technical Sciences;2011-01-01

3. A Note on Poles and Zeros of Positive Continuous-Time Linear Systems;Lecture Notes in Electrical Engineering;2011

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