This paper investigates the observation problem for a class of MIMO non uniformly observable systems in the presence of sampled and delayed outputs.
The observation problem is dealt with by designing a high-gain type observer.
The solution of the H2-optimal state observation problem with unknown inputs straightforwardly comes by duality.
In multiphase induction motor drive, the observation problem arises especially for rotor flux that is not accessible for measurement.
This work addresses the state observation problem for a class of switched linear systems with unknown inputs.
The observation problem for linear switched systems with unknown inputs is addressed and solved via sliding mode technique.
This observation problem is dealt with by combining the backstepping design method and the extended Kalman observer approach.
He believed that both theories were a result of novel aspects of the observation problem, namely the fact that observation in physics is context-dependent.
In this Letter, the generalized Lorenz chaotic system is considered and the state observation problem of such a system is investigated.
