@misc{Kryazhimskii_Arkadii_Order, author={Kryazhimskii, Arkadii}, howpublished={online}, publisher={Zielona Góra: Uniwersytet Zielonogórski}, language={eng}, abstract={For a complety observable control system governed by a nonlinear ordinary differential equation, we consider dynamical (real-time) observation operators stable with respect to small input perturbations. We treat them as regularizing operators on an appropriate set of well-posedness. Two solutions order optimal with respect to the perturbation accuracy are described. The tool is based on the idea of guided models from the theory of closed-loop differential games, and the lower bounds for the unimprovable observation accuracy.}, type={artykuł}, title={Order optimal real-time observers for completely observable control systems}, keywords={sterowanie, sterowanie-teoria, sztuczna inteligencja, matematyka stosowana, informatyka}, }