Document Type

Article

Publication Date

2000

Abstract

We consider the inverse boundary value problem for Maxwell's equations that takes into account the chirality of a body in R3 . More precisely, we show that knowledge of a boundary map for the electromagnetic fields determines the electromagnetic parameters, namely the conductivity, electric permittivity, magnetic permeability and chirality, in the interior. We rewrite Maxwell's equations as a first order perturbation of the Laplacian and construct exponentially growing solutions, and obtain the result in the spirit of complex geometrical optics.

Publication Title

Transactions of the American Mathematical Society

Volume

352

Issue

7

First Page

2993

Last Page

3013

Required Publisher's Statement

© Copyright 2000 American Mathematical Society

DOI: http://dx.doi.org/10.1090/S0002-9947-00-02518-6

Included in

Analysis Commons

Share

COinS