Notes on a hierarchical theory of systems and applications
Nikolas P. Karampetakis; Ashley Clive Pugh; G. E. Hayton
Kybernetika (1997)
- Volume: 33, Issue: 2, page 185-201
- ISSN: 0023-5954
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top- O. H. Bosgra, A. J. J. Van Der Weiden, Realizations in generalized state-space form for polynomial system matrices and the definition of poles, zeros and decoupling zeros at infinity, Internat. J. Control 33 (1981), 393-411. (1981) MR0610894
- G. E. Hayton A. C. Pugh, P. Fretwell, Infinite elementary divisors of a matrix polynomial and implications, Internat. J. Control 47 (1988), 53-64. (1988) MR0929725
- G. E. Hayton A. B. Walker, A. C. Pugh, Infinite frequency structure-preserving transformations for general polynomial system matrices, Internat. J. Control 52 (1990), 1-14. (1990) MR1061020
- N. P. Karampetakis, A. I. G. Vardulakis, Generalized state space system matrix equivalents of a Rosenbrock system matrix, IMA J. Control Inform. 10 (1993), 323-344. (1993) Zbl0807.93009MR1376225
- N. P. Karampetakis A. C. Pugh A. I. G. Vardulakis, G. E. Hayton, Generalized state space representations for linear multivariable systems, In: Proceedings of the IEEE Mediterranean Symposium on New Directions in Control Theory and Applications, Chania 1994, pp. 209-216. (1994)
- H. H. Rosenbrock, State Space and Multivariable Theory, Nelson, London 1970. (1970) Zbl0246.93010MR0325201
- H. H. Rosenbrock, A. C. Pugh, Contributions to a hierarchical theory of systems, Internat. J. Control 19 (1974), 845-867. (1974) Zbl0286.93002MR0359888
- A. I. G. Vardulakis, On the transformation of a polynomial matrix model of a linear multivariable system to generalized state space form, In: Proceedings of the 30th IEEE Conference on Decision and Control, Brighton 1991. (1991)
- G. C. Verghese, Infinite-frequency Behavior in Generalized Dynamical Systems, Ph. D. Dissertation, Stanford University, Stanford 1978. (1978)