| Control Of Systems To Sets And Their Interiors (1994) | |||||||||||||||
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| This paper presents conditions on a control system and a target set S that guarantee that any point near S can be steered to S in finite time by at least one trajectory of the system. We call such a system and target set weakly attainable. Similar considerations are made for strongly attainable systems, in which all trajectories hit the target. Furthermore, in a similar vein, we consider conditions which allow for arcs to penetrate into the interior of S. | |||||||||||||||
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