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Reconstructing discontinuities in multidimensional inverse scattering problems: smooth errors vs small errors

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Abstract

Constructing parametrices instead of Green’s functions to solve integral equations produces a new class of algorithms for nondestructive evaluation. These algorithms allow reconstruction of discontinuities of parameters of the physical medium in 2- and 3-D problems with variable background and arbitrary source-receiver geometry. An example of such algorithms is presented.

© 1985 Optical Society of America

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