Minimax state estimation for linear discrete-time differential-algebraic equations

Abstract

This paper presents a state estimation approach for an uncertain linear equation with a non-invertible operator in Hilbert space. The approach addresses linear equations with uncertain deterministic input and noise in the measurements, which belong to a given convex closed bounded set. A new notion of a minimax observable subspace is introduced. By means of… (More)
DOI: 10.1016/j.automatica.2010.06.040

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Cite this paper

@article{Zhuk2010MinimaxSE, title={Minimax state estimation for linear discrete-time differential-algebraic equations}, author={Sergiy M. Zhuk}, journal={Automatica}, year={2010}, volume={46}, pages={1785-1789} }