Title :
State estimation with bounded deterministic errors
Author :
Pachner, Daniel ; Havlena, Vladimir
Author_Institution :
Trnka Lab. of Autom. control, Czech Tech. Univ., Prague, Czech Republic
Abstract :
In this paper, an alternative method for state estimation of a linear stochastic system under additional bounded set-theoretic disturbance is proposed as a modification of the Bayesian formulation of the problem. The solution is not optimal, but only an approximation based on maximum likelihood approximation. This approach provides superior performance in comparison with classical unknown input observer approach, especially if the model error signal can be easily described by means of inequalities. Simultaneously, the computational complexity of the solution is quite feasible.
Keywords :
Bayes methods; approximation theory; linear systems; maximum likelihood estimation; set theory; state estimation; stochastic systems; Bayesian formulation; bounded deterministic errors; bounded set-theoretic disturbance; computational complexity; linear stochastic system; maximum likelihood approximation; model error signal; state estimation; unknown input observer approach; Approximation methods; Covariance matrices; Kalman filters; Probability distribution; Quadratic programming; Vectors; Bounded Uncertainty and Errors in Variables; Estimation; Fault and Uncertainty Modelling in Dynamical Systems; Observers; Signal Processing;
Conference_Titel :
Control Conference (ECC), 2001 European
Conference_Location :
Porto
Print_ISBN :
978-3-9524173-6-2