168 research outputs found
Distributional restriction impossible to define
A counterexample is presented showing that it is not possible to define a restriction for distributions
Observability and Determinability Characterizations for Linear Switched Systems in Discrete Time
Observability and Determinability of Discrete Time Switched Linear Singular Systems:Multiple Switches Case
Observability and Determinability of Discrete Time Switched Linear Singular Systems:Multiple Switches Case
Nonlinear switched singular systems in discrete time:The one-step map and stability under arbitrary switching signals
The solvability of nonlinear nonswitched and switched singular systems in discrete time is studied. We provide necessary and sufficient conditions for solvability. The one-step map that generates equivalent nonlinear (ordinary) systems for solvable nonlinear singular systems under arbitrary switching signals is introduced. Moreover, the stability is studied by utilizing this one-step map. A sufficient condition for stability is provided in terms of (switched) Lyapunov functions.</p
Nonlinear switched singular systems in discrete time:The one-step map and stability under arbitrary switching signals
The solvability of nonlinear nonswitched and switched singular systems in discrete time is studied. We provide necessary and sufficient conditions for solvability. The one-step map that generates equivalent nonlinear (ordinary) systems for solvable nonlinear singular systems under arbitrary switching signals is introduced. Moreover, the stability is studied by utilizing this one-step map. A sufficient condition for stability is provided in terms of (switched) Lyapunov functions.</p
Observability and Determinability Characterizations for Linear Switched Systems in Discrete Time
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