Abstract
We consider a nonlinear control system which, under persistently acting disturbances, can be asymptotically driven to the origin by some non-anticipating strategy with infinite memory (such a strategy determines a value of control u(t) at moment t using complete information on the prehistory of disturbances until moment t). We demonstrate that this property is equivalent to the existence of a robust stabilizing (possibly discontinuous) feedback k(x).
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Schedule a callMore From: Proceedings of the Steklov Institute of Mathematics
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