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An inverse problem in electromagnetism with partial data Marletta, Marco


In this joint work with B.M. Brown and J. Reyes, I discuss recovery of the coefficients in a non-selfadjoint Maxwell system from boundary measurements on a part of the boundary. Using an abstract reformulation of a trick of Ammari and Uhlmann (2004) in terms of operator resolvents, together with a transformation of the Maxwell system which has been used by several authors including Caro, we are able prove a uniqueness result which does not require hypotheses about the geometry of the boundary where measurements cannot be made.

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