In this paper, we prove that the result of uniqueness of the solution of time-harmonic electromagnetic boundary value problems defined on limited regions can be extended to cases involving partly lossy chiral media. As a byproduct, a result concerning the regularity of electromagnetic fields in chiral media and the absence of resonances in cavities loaded with chiral and partly lossy dielectrics are proved.
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Bermani et al. (2001) studied this question.
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