A theoretical framework combining Toeplitz limiting spectra and modal decomposition is used to analyze weak scalability and wave-number robustness of one-level Schwarz methods for Maxwell's equations in strip-wise decomposed waveguides under impedance and PML transmission conditions.
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Modal analysis of a domain decomposition method for Maxwell's equations in a waveguide
A theoretical framework combining Toeplitz limiting spectra and modal decomposition is used to analyze weak scalability and wave-number robustness of one-level Schwarz methods for Maxwell's equations in strip-wise decomposed waveguides under impedance and PML transmission conditions.