ar X iv : 1 70 2 . 02 63 6 v 1 [ m at h - ph ] 8 F eb 2 01 7 Reconstruction of a complex electromagnetic coefficient from partial measurements
نویسنده
چکیده
We consider an inverse boundary value problem for the Maxwell equations with boundary data assumed known only in accessible part Γ of the boundary. We aim to prove a uniqueness result using the Dirichlet to Neumann data with measurements limited to an open part of the boundary and we seek to reconstruct the complex refractive index n in the interior of a body. Further, using the impedance map restricted to Γ, we may identify locations of small volume fraction perturbations of the refractive index.
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