H. Hamidi-Hashemi, Cornelius T. Leondes
Abstract
A minimal-order observer for a system defined by a set of deterministic differential delay equations is proposed. The stability conditions of the proposed observer are established. Then, a design procedure is introduced for the observer of third-order systems.
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A minimal-order observer for a system defined by a set of deterministic differential delay equations is proposed. The stability conditions of the proposed observer are established. Then, a design procedure is introduced for the observer of third-order systems.
Key concepts: Observer (physics), Control theory (sociology), Mathematics, Stability (learning theory), Set (abstract data type), Differential (mechanical device), State observer, Computer science