A Bloch-Floquet variational analysis proves existence and uniqueness of outgoing solutions to time-harmonic Maxwell scattering by locally perturbed periodic dielectric layers under an absorption assumption.
Strong unique continuation property for the time harmonic Maxwell equations
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Electromagnetic wave scattering from local perturbed periodic inhomogeneous layers
A Bloch-Floquet variational analysis proves existence and uniqueness of outgoing solutions to time-harmonic Maxwell scattering by locally perturbed periodic dielectric layers under an absorption assumption.