Abstract
In this paper we prove a unique continuation result for a cascade system of parabolic equations, in which the solution of the first equation is (partially) used as a forcing term for the second equation. As a consequence we prove the existence of e-insensitizing controls for some parabolic equations when the control region and the observability region do not intersect.
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More From: ESAIM: Control, Optimisation and Calculus of Variations
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