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We consider solutions to the time-harmonic Maxwell's Equations
of a TE (transverse electric) nature. For such solutions we provide
a rigorous derivation of the leading order boundary perturbations
resulting from the presence of a finite number of interior inhomogeneities
of small diameter. We expect that these formulas will form the basis for
very effective computational identification algorithms, aimed at determining
information about the inhomogeneities from electromagnetic
boundary measurements.
...
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