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• W1103094 abstract "Saito’s method has been applied successfully for measuring potentials with compact support in three dimensions. Also potentials have been reconstructed in the sense of distributions using a weak version of the method. Saito’s method does not depend on the decay of the boundary value of theresolvent operator, butinstead on certain Reimann-Lebesgue typepropertiesofconvolutionsofthekerneloftheunperturbedresolvent. In this paper these properties are extended from three to higher dimensions. We also provide an important application to inverse scattering by extending reconstruction results to measure potentials with unbounded support." @default.
• W1103094 created "2016-06-24" @default.
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• W1103094 date "2000-01-21" @default.
• W1103094 modified "2023-09-27" @default.
• W1103094 title "Riemann-Lebesgue properties of Green's functions with applications to inverse scattering" @default.
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