Abstract
In this paper we survey the results recently obtained in (Marconi et al., 2006) in the context of output regulation and we frame them in a broader context of set stabilization by output feedback. The peculiarity of the set stabilization framework which is here formulated is given by the presence of non-vanishing cross-terms between zero- and output-dynamics. We show how the mathematical tools developed in (Marconi et al., 2006) allow for the synthesis of a robust control law which is not inspired by certainty equivalence principles. As new application of the tools we show how a problem of output feedback asymptotic stabilization with zero dynamics which are not exponentially stable can be handled by means of high-gain output feedback.
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