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The essential spectrum of the volume integral operator in electromagnetic scattering by a homogeneous body
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文摘
We study the strongly singular volume integral operator that describes the scattering of time-harmonic electromagnetic waves. For the case of piecewise constant material coefficients and smooth interfaces, we determine the essential spectrum. We show that it is a finite set and that the operator is Fredholm of index zero in if and only if the relative permeability and permittivity are both different from 0 and ?.

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