Some generalized notions of observability

@article{Ozcaldiran1990SomeGN,
  title={Some generalized notions of observability},
  author={K. Ozcaldiran and Frank L. Lewis},
  journal={29th IEEE Conference on Decision and Control},
  year={1990},
  pages={3635-3639 vol.6}
}
The observability problem is studied for a general class of naturally occurring systems that contain both differential and algebraic equations. It is shown that there are three types of observability: observability of the effective initial state, observability of the complete initial state, and observability of the state trajectory. Each of these properties is examined from a geometric point of view.<<ETX>> 

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References

Publications referenced by this paper.
SHOWING 1-7 OF 7 REFERENCES

Przykuski, "On Hautus-type conditions for controllability of implicit linear discrete-time systems," Circuits

A. Banaszuk, M. Kociecki, K.M
  • Svstems. and Signal Proc.,
  • 1989

Przykuski, "Remarks on controllability of implicit linear discretetime systems,

Banaszuk, M. Kociecki, K.M
  • Systems and Control Letters,
  • 1988

Przykuski, "Remarks on duality betweeen observation and control for implicit linear discrete-time systems,

A. Banaszuk, M. Kociecki, K.M
  • Proc. IFAC Workshop System Structure and Control,
  • 1987

Przykuski, "Remarks on the theory of implicit linear discrete-time systems

A. Banaszuk, M. Kociecki, K.M
  • Proc. Int. SWD. Sing. Svs.,
  • 1987