An operator approach derives the dyadic Green's function for anisotropic layered media via evolution operators and impedance tensors, separating the singular term and enabling generalization to curved geometries.
citation dossier
Paulus, P
1Pith papers citing it
1reference links
physics.opticstop field · 1 papers
UNVERDICTEDtop verdict bucket · 1 papers
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Pith has found this work in 1 reviewed paper. Its strongest current cluster is physics.optics (1 papers). The largest review-status bucket among citing papers is UNVERDICTED (1 papers). For highly cited works, this page shows a dossier first and a bounded explorer second; it never tries to render every citing paper at once.
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physics.optics 1years
2026 1verdicts
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General and concise operator approach to the dyadic Green's function of layered media
An operator approach derives the dyadic Green's function for anisotropic layered media via evolution operators and impedance tensors, separating the singular term and enabling generalization to curved geometries.