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ARMA-models and their equivalences

The classical theory of ‘strict system equivalence’ of Rosenbrock and Fuhrmann is presented in a very general setting, namely, in the setting of ARMA-models defined over an arbitrary commutative ring.

Vakhtang Lomadze | V. Lomadze

[1] H. Rosenbrock,et al. State-space and multivariable theory, , 1970 .

[2] N. Bourbaki. Commutative Algebra: Chapters 1-7 , 1989 .

[3] J. Willems. Paradigms and puzzles in the theory of dynamical systems , 1991 .

[4] H. Rosenbrock. The transformation of strict system equivalence , 1977 .

[5] V. Lomadze. How to define the dual of a higher-dimensional linear system , 2009 .

[6] J. Pommaret,et al. Equivalences of Linear Control Systems , 2004 .

[7] V. Lomadze. Rosenbrock models and their homotopy equivalence , 2002 .

[8] P. Fuhrmann. On strict system equivalence and similarity , 1977 .