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Titlebook: Control and Observer Design for Nonlinear Finite and Infinite Dimensional Systems; Thomas Meurer,Knut Graichen,Ernst Dieter Gilles Book 20

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Approximate Observer Error Linearization by Dissipativity Methods,be transformed into a nonlinear observer form, and a perturbation term connected in the feedback loop. In transformed coordinates the observer error becomes linear with a feedback perturbation. By using the dissipativity theory it is possible to design the observer gains so, that the closed loop is
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Remarks on Moving Horizon State Estimation with Guaranteed Convergence, maps with optimization-based estimators. As a result, a simple moving horizon state estimator scheme for nonlinear discrete time control systems is established which guarantees global convergence under certain observability conditions.. Moving horizon state estimator, optimization-based estimator,
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Convergent Systems: Analysis and Synthesis,input-to-state convergent systems. Basic (interconnection) properties of such systems are established. Sufficient conditions for input-to-state convergence are presented. For a class of nonlinear systems we design (output) feedback controllers that make the closed-loop system input-to-state converge
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