Analysis of PML formulations for the Maxwell system including pseudo-differential operators : existence and uniqueness results
Résumé
We consider a formulation of the Maxwell system which involves pseudo-differential operators in time. This formulation has been analyzed in a previous work and it has been proved that it is a Perfectly Matched Layer model for electromagnetic waves propagating into the vacuum. We establish that the system admits a single solution by adapting the Hille-Yosida theory.
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