New generalized Rellich lemmas give a uniqueness theorem for scattering at complex wavenumbers and an inside-out duality that characterizes Dirichlet and Neumann scattering poles from interior measurements.
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Generalized Rellich's lemmas, uniqueness theorem and inside-out duality for scattering poles
New generalized Rellich lemmas give a uniqueness theorem for scattering at complex wavenumbers and an inside-out duality that characterizes Dirichlet and Neumann scattering poles from interior measurements.