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The assessments of each observer were considered separately.
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The problem of designing an observer is considered for linear time delay systems with commensurable delays.
Also the possibility of using a reduced order state-error observer is considered.
In this paper, the design of an unknown input observer is considered.
Two types of uncertainties which perturb the gains of control and observer are considered.
Two structures for the design of a minimum-order observer are considered: 1 – delay-dependent, and 2 – internal-delay independent.
In the present paper the problem of stabilization for a family of programmed motions of linear and bilinear systems using a nonlinear Luenberger observer is considered.
By using the drive signals of original system, a step-by-step sliding mode observer is considered to obtain the exact estimates of the auxiliary drive signals and their derivatives.
Based on a kind of nonsingular transformation for the state and output of augmented auxiliary drive system, a reduced-order observer is designed to asymptotically estimate the states of the augmented auxiliary drive system, and a high-gain sliding-mode observer is considered to estimate the augmented auxiliary drive signal and its derivative.
The backstepping-based design of a state observer is considered for the solution of the state estimation problem for a diffusion-reaction system with spatially varying parameters defined on a 3-dimensional rectangular domain with the measured output being restricted to a single surface.
Only the evaluations that were in agreement in three or more observers were considered as final.
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