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Guidorzi, Roberto P.
Equivalence, invariance and dynamical system canonical modelling. II. Invariant properties of reachable models and associated transformations. (English). Kybernetika, vol. 25 (1989), issue 5, pp. 386-407
MSC: 93B10, 93B15, 93B27, 93C35 | MR 1024713 | Zbl 0699.93006
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Equivalence, invariance and dynamical system canonical modelling. I. Invariant properties of observable models and associated transformations
References:
[1] V. M. Popov: Invariant description of linear time-invariant controllable systems. SIAM J. Control 10 (1972), 252-264. MR 0479501 | Zbl 0251.93014
[2] R. E. Kalman: Kronecker invariants and feedback. In: Ordinary Differential Equations (L. Weiss, ed.), Academic Press, New York 1972, pp. 459-471. MR 0421751 | Zbl 0308.93008
[3] F. R. Gantmacher: Theory of Matrices. Chelsea, New York 1959. Zbl 0085.01001
[4] J. Rissanen: Basis of invariants and canonical forms for linear dynamical systems. Automatica 70 (1974), 175-182. MR 0484602
[5] M. S. Caroli, R. P. Guidorzi: Algebraical links between multicompanion structures. Ricerche di Automatica 4 (1973), 1-17.
[6] W. A. Wolovich: Linear Multivariable Systems. Springer-Verlag, Berlin--Heidelberg--New York 1974. MR 0359881 | Zbl 0291.93002
[7] S. Beghelli, R. P. Guidorzi: A new input-output canonical form for multivariable systems. IEEE Trans. Automat. Control AC-21 (1976), 692-696. MR 0416675 | Zbl 0332.93018
[8] R. P. Guidorzi, S. Beghelli: Input-output multistructural models in multivariable systems identification. In: Preprints of the 6th IFAC Symp. on Identification and System Parameter Estimation, Washington D. C., 1982, pp. 461-465. MR 0795333
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