K. Ramar, Bellamkonda Ramaswami
Abstract
A method of transforming a system to an output canonical form is presented in the letter. The procedure given is applicable to both observable and unobservable systems. When the system is not observable, the canonical form displays separately the observable and unobservable subsystems.
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A method of transforming a system to an output canonical form is presented in the letter. The procedure given is applicable to both observable and unobservable systems. When the system is not observable, the canonical form displays separately the observable and unobservable subsystems.
Key concepts: Unobservable, Observable, Canonical form, Observability, Control theory (sociology), Statistical physics, Computer science, Mathematics