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V.M. Marchenko (2007)
DAD Systems of Control and Observation and Open ProblemsInt. J. Math. Manuscripts, 1
V. Marchenko, O. Poddubnaya, Z. Zaczkiewicz (2006)
On the observability of linear differential-algebraic systems with delaysIEEE Transactions on Automatic Control, 51
M. Sen (2004)
The Reachabiity and Observability of Hybrid Mulitrate Sampling Linear SystemsComput. Math. Appl., 3
Schaft der, J. Schumacher (1999)
An Introduction to Hybrid Dynamical Systems
A. Bemporad, A. Bicchi, G. Buttazzo (2007)
Hybrid systems : computation and control : 10th International Conference, HSCC 2007, Pisa, Italy, April 3-5, 2007 : proceedings
V.M. Marchenko, Z. Zachkevich (2009)
Representation of Solutions of Controlled Hybrid Differential-Difference Impulsive SystemsDiffer. Uravn., 45
We consider linear nonstationary hybrid differential-difference dynamical observable systems under the action of impulses, which generates jumps in the corresponding solutions of the systems. For such systems, we construct dual controllability problems and prove a general duality relation, which permits one to state a general duality principle in controllability and observability problems for hybrid differential-difference systems. The results are illustrated by an example.
Differential Equations – Springer Journals
Published: Jan 28, 2011
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