It is shown that an affine nonlinear Hamiltonian system is "controllable" if and only if it is "observable," in the sense that strong accessibility implies local weak observability and vice versa. Furthermore, it is shown that a nonminimal Hamiltonian system can be reduced to a locally weakly observable and strongly accessible system, in such a way that the reduced system is again Hamiltonian
This paper addresses state-space realizations for nonlinear adjoint operators. In particular the rel...
A notion of controlled invariance is developed which is suited to Hamiltonian control systems. This ...
These tutorial notes discuss the basic ideas in the theory of controllability and observability for ...
It is shown that an affine nonlinear Hamiltonian system is "controllable" if and only if it is "obse...
The definition of a smooth nonlinear system as proposed recently, is elaborated as a natural general...
We extend the theory of nonlinear observability due to Hermann- Krener [5] to the non-regular case,...
This paper addresses the issue of state-space realizations for nonlinear adjoint operators. In parti...
This paper outlines results recently obtained in the problem of determining when an input-output map...
summary:Observability of a general nonlinear system—given in terms of an ODE $\dot{x}=f(x)$ and an o...
This paper addresses state-space realizations for nonlinear adjoint operators. In particular the rel...
A notion of controlled invariance is developed which is suited to Hamiltonian control systems. This ...
These tutorial notes discuss the basic ideas in the theory of controllability and observability for ...
It is shown that an affine nonlinear Hamiltonian system is "controllable" if and only if it is "obse...
The definition of a smooth nonlinear system as proposed recently, is elaborated as a natural general...
We extend the theory of nonlinear observability due to Hermann- Krener [5] to the non-regular case,...
This paper addresses the issue of state-space realizations for nonlinear adjoint operators. In parti...
This paper outlines results recently obtained in the problem of determining when an input-output map...
summary:Observability of a general nonlinear system—given in terms of an ODE $\dot{x}=f(x)$ and an o...
This paper addresses state-space realizations for nonlinear adjoint operators. In particular the rel...
A notion of controlled invariance is developed which is suited to Hamiltonian control systems. This ...
These tutorial notes discuss the basic ideas in the theory of controllability and observability for ...